<?xml version="1.0" encoding="UTF-8"?>
<!DOCTYPE article PUBLIC "-//NLM//DTD Journal Publishing DTD v2.3 20070202//EN" "journalpublishing.dtd">
<article xmlns:mml="http://www.w3.org/1998/Math/MathML" xmlns:xlink="http://www.w3.org/1999/xlink" article-type="research-article">
  <front>
    <journal-meta>
      <journal-id journal-id-type="nlm-ta">International Journal of Cognitive Research in Science, Engineering and Education (IJCRSEE)</journal-id>
      <journal-id journal-id-type="publisher-id">IJCRSEE-2022</journal-id>
      <journal-title>International Journal of Cognitive Research in Science, Engineering and Education (IJCRSEE)</journal-title><issn pub-type="ppub">2334-847X</issn><issn pub-type="epub">2334-8496</issn><publisher>
      	<publisher-name>International Journal of Cognitive Research in Science, Engineering and Education (IJCRSEE)</publisher-name>
      </publisher>
    </journal-meta>
    <article-meta>
      <article-id pub-id-type="doi">10.23947/2334-8496-2022-10-2-51-68</article-id>
      <article-categories>
        <subj-group subj-group-type="heading">
          <subject>Research Article</subject>
        </subj-group>
        <subj-group><subject>cognitive errors</subject><subject>critical thinking</subject><subject>development of critical thinking</subject><subject>getting rid of cognitive distortions</subject><subject>mobile learning</subject></subj-group>
      </article-categories>
      <title-group>
        <article-title>The Development of Critical Thinking Skills in Mobile Learning: Fact-Checking and Getting Rid of Cognitive Distortions</article-title><subtitle>The Development of Critical Thinking Skills in Mobile Learning: Fact-Checking and Getting Rid of Cognitive Distortions</subtitle></title-group>
      <contrib-group><contrib contrib-type="author">
	<name name-style="western">
	<surname>Gavronskaya</surname>
		<given-names>Yulia </given-names>
	</name>
	<aff>Department of Chemical and Environmental Education, The Herzen State Pedagogical University of Russia, St. Petersburg, Russian Federation</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Larchenkova</surname>
		<given-names>Liudmila </given-names>
	</name>
	<aff>Department of Methods of Teaching Physics, The Herzen State Pedagogical University of Russia, St. Petersburg, Russian Federation</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Berestova</surname>
		<given-names>Anna </given-names>
	</name>
	<aff>Institute of Clinical Morphology and Digital Pathology, I. M. Sechenov First Moscow State Medical University (Sechenov University), Moscow, Russian Federation</aff>
	</contrib><contrib contrib-type="author">
	<name name-style="western">
	<surname>Smirnov</surname>
		<given-names>Sergei </given-names>
	</name>
	<aff>Department of Philosophy and Sociology, Kazan Federal University, Elabuga Institute, Elabuga, Russian Federation</aff>
	</contrib></contrib-group>		
      <pub-date pub-type="ppub">
        <month>08</month>
        <year>2022</year>
      </pub-date>
      <pub-date pub-type="epub">
        <day>31</day>
        <month>08</month>
        <year>2022</year>
      </pub-date>
      <volume>10</volume>
      <issue>2</issue>
      <permissions>
        <copyright-statement>© 2022 © 2022 By the authors, http://creativecommons.org/licenses/by/4.0/</copyright-statement>
        <copyright-year>2022</copyright-year>
        <license license-type="open-access" xlink:href="http://creativecommons.org/licenses/by/2.5/"><p>This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</p></license>
      </permissions>
      <related-article related-article-type="companion" vol="2" page="e235" id="RA1" ext-link-type="pmc">
			<article-title>The Development of Critical Thinking Skills in Mobile Learning: Fact-Checking and Getting Rid of Cognitive Distortions</article-title>
      </related-article>
	  <abstract abstract-type="toc">
		<p>
			The study aims to reveal the attitude of students and teachers to mobile learning; explore the possibility of developing critical thinking skills in mobile learning; and also evaluate knowledge after a short training course involving the use of mobile technologies in the context of the development of critical thinking. The research relies on an interview and a test. It was attended by 275 people (93 teachers and 182 students). The results showed that 58% of teachers and 55% of students believe that mobile learning does not contribute to the development of critical thinking. The test results showed that the study participants who pre-listened to the course of lectures on their mobile devices did not cope with the questions well enough, and cognitive errors were identified. The research has shown that improving the skills of interpreting, analyzing, evaluating and explaining information can increase the effectiveness of mobile learning. The research is a contribution to the study of various aspects of the impact of mobile learning on students and will be of interest to teachers, students, academic administration, parents, as well as to those who are interested in modern pedagogy and educational psychology.
		</p>
		</abstract>
    </article-meta>
  </front>
  <body><sec>
			<title>Introduction</title>
				<p >The rapid development of digital technologies, as well as the events of the last two years (the Covid-19 pandemic, lockdown) have made the use of mobile learning almost mandatory for pupils and students around the world (Demir and Akpinar, 2018). Mobile learning is a form of distance learning delivered with the help of handheld devices. This is a new kind of opportunities allowing students to gain new knowledge that occurred due to the development of teaching technologies (Cahyana et al., 2018).</p><p >Many researchers, in particular in developed countries, see a number of benefits of mobile learning. For example, both teachers and students in the United States note the positive impact of digital technology on learning. Educators see a number of positive benefits of digital teaching tools; 52% note that their students are more motivated to learn, 36% are confident that students develop creativity, 29% believe that problem solving and critical thinking are improving, 7% say their students put knowledge into practice, 26% believe that students take responsibility for their learning (West, 2013).</p><p >Despite the fact that not all countries and not all segments of the population can afford to use mobile devices and the Internet, most people have them. Despite the fact that students demonstrate an interest in mobile learning, they are not yet ready enough to implement it and do not know how it can facilitate the learning process (Ismail, Azizan and Gunasegaran, 2016). Few learners have experience of effective application of mobile learning, solid assimilation of knowledge in the course of such learning; there are also problems with time management, information quality control, etc.</p><p >The main and most important practical value of mobile learning is the use of portable technologies and devices in the learning environment to overcome issues of time and place. In addition to this change in education with wide access to information, communication, and cooperation developed a number of skills in students. Among them is the ability to create students’ own learning context interacting with each other and the environment in the real and virtual worlds (Al-Adwan, Al-Madadha and Zvirzdinaite, 2018). It is worth defining the difference between variable online learning and mobile learning. The second option involves the use of gadgets both outside the classroom and directly in the classroom (these two formats can alternate in modern realities). Online learning is a purely distance form of education using mobile technologies (Singh and Thurman, 2019).</p><p >In the learning process, it is important to observe regular progress; it should maximize the development of useful qualities and skills. It is also important to exclude or minimize the possible negative impact of teaching methods on students, especially on children.</p><p >Today one of the most important skills is critical thinking. It allows people to adequately respond to the events of the world around and make the right informed decisions (Hitchcock, 2020). The issue of developing critical thinking in mobile learning is one of the most important in the modern pedagogical environment as in this type of training there is a number of features, such as the lack of direct contact with the teacher, the lack of communication with peers, the problem of the quality of information on the Internet, etc. (Larsson, 2017). These problems often lead to the emergence of cognitive distortions that impede the high-quality assimilation of educational information by students. Due to the fact that mobile learning is almost inevitable today, it is necessary to search for ways and means of its development and application in this type of learning.</p><p >Nowadays, information is a commodity and its accuracy should always be checked. Fact-checking is one of the basic elements not only of science but also of any other activity (López-García, Costa-Sánchez and Vizoso, 2021). There are specific methods of verification that are specific to each science, as well as universal methods for any field of activity, such as economics, physics, and chemistry.</p><p >This study aims to explore the ways of developing critical thinking skills in mobile learning and overcoming cognitive distortions that arise in its process. The two assumptions (hypotheses) made on the basis of the literature review have been tested: hypothesis 1 – mobile learning significantly contributes to the development of critical thinking, hypothesis 2 – cognitive distortions are often experienced by learners using mobile devices.</p><p >The research is a study aimed at studying the benefits and / or harm of mobile learning, its impact on the development of critical thinking in students, emerging cognitive distortions and ways to solve existing problems.</p><p ><bold>Literature review</bold></p><p >Mobile learning is a type of learning that allows learners to make their studies independent of place and time. When using educational technologies, the learner plans, arranges, implements and evaluates their studies as it is them who manage these activities. Accordingly, the student is not a passive person who receives the information needed but a person who uses cognitive and mega-cognitive abilities to complete a task. Therefore, a mobile learning user improves their higher-order thinking skills (Sönmez et al., 2018). One of the studies was aimed at the configuration of hybrid laboratories with a virtual component of strong learning and variables (stationary and mobile). Just such a variable, a physical component, is especially needed at the initial stages of mastering laboratory equipment: stationary devices are studied in educational laboratories and in real geodetic practice, portable counterparts (Hernández-de-Menéndez, Vallejo Guevara and Morales-Menendez, 2019).</p><p >Mobile learning is beginning to enter the life of people and the attitude towards it is ambiguous. According to scientists, the introduction of technology to students and their wider application in the learning process contribute to a general improvement in learners’ attitude to mobile learning (Cavus and Uzunboylu, 2009). For example, students create a continuous link between place, time, and learning content through mobile devices connected to a wireless network, by their tasks. The portable feature of gadgets makes them a more attractive way to process information. Language learners can combine mobility and the real world by learning unfamiliar words using smartphone apps in transit or anywhere else (Cohen and Ezra, 2018). Thus, most research proves the effectiveness of mobile learning. It, in turn, affects the development of critical thinking skills in mobile learning.</p><p >In the 21st century, the major emphases in education are as follows: development of innovation and independent learning skills; critical thinking and problem-solving skills; skills of communication and cooperation with other people; creativity; media and technical skills; technological (ICT) and information literacy; knowledge and skills that facilitate life and work (Franklin, 2011). Mobile learning can help with most of them. However, today in the context of globalization and digitalization, there is a problem of the quality of information on the Internet as it can be posted by anyone; not all online resources are reliable, valuable and accurate. For example, on social networks, all users can share posts, articles, etc. At the same time, the information may be inaccurate, and sometimes deliberately incorrect in order to mislead people or advertise some products or services. There is a problem with online information assessment skills and a lack of ability to use assessment criteria, including relevance, authority, accuracy and purpose (Parsazadeh, Ali and Rezaei, 2018). This leads to the use of low-quality information for various purposes, including education. Researchers offer the following tools that can help users determine the quality of information on the Internet: a) Performance Monitoring; b) Site Analyzer; c) Traffic Analyzer; d) Web Mining; e) User Feedback (Eppler and Muenzenmayer, 2002). In addition to these tools, the ability to think critically and evaluate independently is also required.</p><p >Some scientists have confirmed the development of critical thinking skills in mobile learning. The most popular strategy was a combination of educational technologies. Other strategies (situational learning, expert assessment and project-based learning) can also be applied (Ismail, Azizan and Gunasegaran, 2016).</p><p >Learning should (1) empower learners to reach their potential through access to educational resources and experts allowing them to transcend their schools or communities; (2) engage students in a rich and engaging learning experience that develops deeper knowledge and skills, in particular problem solving, creativity, and critical thinking skills that are required in the workplace; (3) provide students with the opportunity to take responsibility for their education and explore knowledge with unlimited curiosity thereby encouraging lifelong learning (Franklin, 2011).</p><p >Critical thinking involves the ability to be critical of any statement, not to believe information without evidence, and at the same time be open to new methods and ideas. It builds the foundations for the freedom of choice, responsibility for one’s own decisions, and the reliability of forecasts (Hitchcock, 2020).</p><p >Critical thinking directly relates to cognitive skills. Critical thinking is seen as a self-regulating process that arises from the development of skills such as interpretation, analysis, assessment and explanation that go beyond technical skills. It can be considered a metacognitive process (Nussbaum et al., 2021).</p><p >In the process of mental activity, cognitive distortions are inevitable; these are errors caused by the very mechanism of thinking and the bounded rationality of people.</p><p >Various psychologists offer their own lists of cognitive distortions. Some of them are listed below:</p><p >1. All-or-nothing thinking (dichotomous thinking): all situations are either black or white.</p><p >2. Fortune telling (e.g. catastrophizing): the future is always negative, regardless of other less catastrophic possibilities.</p><p >3. Discounting the positive: attention to the negative aspects of the situation and discounting any positive elements.</p><p >4. Emotional Reasoning: Too much emphasis is placed on the emotions associated with the situation despite evidence to the contrary.</p><p >5. Labeling: the application of a fixed label to a person or situation despite evidence to the contrary.</p><p >6. Exaggeration or minimization: exaggeration of the negative aspects of a person or situation and minimization of the positive ones.</p><p >7. Selective abstraction (mental filter): attention to one detail of the stimulus at the expense of the whole.</p><p >8. Mind reading: believing that a person knows the thoughts of others.</p><p >9. Over-generalization: a false conclusion about a person or situation based on previous experience.</p><p >10. Personalization: misattribution of the words or actions of others to oneself.</p><p >11. Should-statements: assigning rules of behavior to oneself and other people.</p><p >12. Jumping to conclusions: erroneous conclusions without considering all aspects of the situation.</p><p >13. Blaming: blaming oneself or others for hardship or pain despite evidence to the contrary.</p><p >14. What if: negative hypotheses about the situation or the future.</p><p >15. Unfair Comparisons: comparing oneself to others in a disadvantageous way (Denton, Baliram and Cole, 2021).</p><p >It is necessary to note that the cognitive errors listed above are connected not with a concrete kind of activity, but with features of reception and interpretation of the information during communication with other people.</p><p >The development of technology and digital information along with a decrease in civic engagement and citizen confidence can lead to distorted presentation and acquisition of information (Addy, 2020).</p><p >The proliferation of fake news, traditional and digital media, as well as civic platforms have initiated departments, working groups and spaces to fact-check information posted on other media, spread on social media, or hailed by political leaders (López-García, Costa-Sánchez and Vizoso, 2021).</p><p >The main ways to check information from the Internet are a critical approach, search for the original data source and comparison of different sources, consideration of contrary viewpoints, learning to recognize fakes and check the accuracy of facts (for example, using Fakecheck.ru), etc. (Gorokhovsky, 2017).</p><p >Several researchers have noted the relationship between cognitive errors and anxiety. Cognitive errors may be associated with anxiety in adolescents and lead to increased anxiety. Adolescents suffering from teen depression are more prone to cognitive errors of all types (e.g., catastrophizing, personalization, selective abstraction and overgeneralization) compared to their healthy peers (Rehna, Hanif and Tariq, 2012). Cognitive errors account for 78% of the deviations in anxiety among adolescents (Rehna, Hanif and Aqeel, 2020).</p><p >A similar thing can be observed in students, especially junior students, as well as in some adults (Salek Ebrahimi et al., 2019). It proves the need to make better the psychological state of children and adolescents in order to reduce rates of cognitive errors.</p><p >The process of critical thinking has its own stages and components. There is a classification of scientific knowledge (mathematics, physics), a general analytical framework is created, which includes basic information elements:</p><p >•	Situational knowledge – initial assumption, parameter</p><p >•	Conceptual knowledge – guiding principle, theory, concept</p><p >•	Procedural knowledge – any (e.g. mathematical) manipulation or step-by-step computation to support a solution (Gong et al., 2016).</p><p >There is a problem with the relationship between critical thinking and emotion and intuition. The problem is exacerbated by the fact that there are circumstances of a multilingual and multicultural world. The main features of critical thinking are as follows: critical thinking is an exclusively independent process; information is only the beginning of the process of critical thinking, and not a finished product; meaningful argumentation is required; critical thinking is connected with society (everything is checked and improved when communicating with other people) (Hough, 2015; Sapukh, 2014).</p><p >Intuition enables one to quickly process multiple pieces of information without appreciable cognitive effort. Intuitive processes in judgment and decision making are responsible for integrating information and shaping response (e.g., preference, choice), where analytical thinking mainly guides the shaping of outcome, e.g., searching, summarizing, and changing information (Betsch and Glockner, 2010).</p><p >Critical thinking is one of the prerequisites for creativity. Creativity can be defined in a variety of ways, including by cognitive processes, personality traits, and environmental conditions, as well as the interaction of these components. Critical thinking can be viewed as a multidimensional cognitive construct that involves inductive and deductive reasoning, as well as creative processes that interact at different stages of problem-solving (Wechsler et al., 2018).</p><p >Today, creativity is an essential quality and various approaches are used for its development, for example, training, workshops, case studies. Thus, having completed training on creativity, people began to feel more creative, which led to higher confidence in their own creativity, as well as a desire to take more risks with their ideas (Perry and Karpova, 2017).</p><p >The literature review shows that mobile learning is popular today and has many benefits, including its positive impact on the development of critical thinking and cognitive skills in learners. Mobile learning does not provide a possibility to communicate with the teacher easily and thus makes students think themselves more. It also provides a large amount of visual information. While listening to the online lectures students can stop the video and review the necessary material. However, it also has a number of disadvantages, some of which will be analyzed in the study.</p><p ><bold>Setting objectives</bold></p><p >Nowadays, the issue of studying various aspects of mobile learning is more relevant than ever before. It is rapidly being introduced into the educational process of pupils, students, and all other people who want to change their profession, improve their qualifications or learn something new. Despite a number positive reviews, there is also an opinion that mobile learning can have a negative impact on students. The study aims to determine the effect of mobile learning on critical thinking and identify whether it develops critical thinking skills and whether there are ways to improve the situation. Since critical thinking is a universal quality of personality, the study of the possibilities of its development should be interdisciplinary in nature, so this study involved specialists in different areas - economics, physics, chemistry.</p><p >The purpose of the research is to study the impact of mobile learning on the development of critical thinking skills, identify cognitive errors in this process (if these occur) and offer recommendations for improving the situation.</p><p >The objectives of the study include examining the impact of mobile learning on the development of critical thinking skills; verification of information received from other sources; identifying possible methods for improving critical thinking and overcoming cognitive errors in the process of mobile learning.</p>
			</sec><sec>
			<title>Materials and Methods</title>
				<p ><bold>Research design and sample</bold></p><p >The research was based on interviews and tests. A similar research method was used by El-Sofany and El-Haggar (2020), Ismail, Azizan and Gunasegaran (2016), Kurniati and Annizar (2017). The study consisted of two parts.</p><p >Part 1: The students and teachers were invited to watch a short video on critical thinking (by IFO, https://www.youtube.com/watch?v=MmlhUTvZj30) in a classroom followed by a survey. The video talked about critical thinking, its definition, components, and principles (analysis, justification, assessment). Critical thinking film viewing and the study itself took place on May 2021.</p><p >The participants were provided with printed interview questions (9 in total), as some of them contained lists of answer options. Question 1 and question 9 were open-ended, the others (2-8) had answer options.</p><p >Part 1 (interview questions):</p><p >1. Can you define critical thinking?</p><p >2. What do you need critical thinking for? Answer options: “for the formation of an independent opinion”, “for self-development”, “for the development of communication skills”, “for making non-standard decisions”, “for finding the right solution”, “for the development of scientific thinking”, “not to be deceived”, “not to succumb to propaganda”, “for controlling emotions and intellect”, “for the manifestation of one’s own individuality”, “for other reasons”.</p><p >3. What’s your attitude to mobile learning? Answer options: “positive”, “negative”, “contradictory”, “neutral”.</p><p >4. To what extent do you think mobile learning supports / does not contribute to the development of critical thinking? Answer options: “contributes”, “does not contribute”.</p><p >5. Do you think that the disciplines you study at university contribute to the development of critical thinking? (Answer options: “yes”, “no”).</p><p >6. Do you think that the subjects you studied in school contribute to the development of critical thinking? (Answer options: “yes”, “no”).</p><p >7. Which of the subjects listed do you think will develop critical thinking the most? (Answer options: “logic”, “philosophy”, “sociology”, “history”, “behavior in emergency conditions”, “psychology”, “political science”, “public speaking”, “project activities”, “mathematics”, “ philology and native language”, “the basics of neurolinguistic programming”, “natural science”, “religious studies”, “economics”, “sociology”, “your alternative”).</p><p >8. Do you think it is possible to effectively study the above subjects with the help of mobile learning? (Answer options: “yes”, “no”, “not sure”).</p><p >9. Share your opinion on developing critical thinking in mobile learning.</p><p >Part 2 (examples of the test questions (20 questions in total)) (Studmed, 2021):</p><p >1. An insurance contract is a document required to conclude an insurance transaction (+ yes; no);</p><p >2. Is there a connection between the average life expectancy and the life insurance rate (+ yes; no)?;</p><p >3. Does the insurer know in advance the amount of life insurance policy pay out (+ always; depends on the terms of the policy; never)?;</p><p >4. Who has the obligation to prove the value of the loss (+ insured; expert; insurer)?;</p><p >5. Is it possible that the insurance sum is greater than the insured value under the contract (yes; + no)?;</p><p >Part 2. Students and faculty were required to take a short course in their major on a mobile device. Some participants took a course in economics and insurance (8 lessons, 30 minutes each) and took a test to assess their knowledge (20 questions / 15 minutes). The course was taught and developed by a teacher from Kazan Federal University. Part of research participants studied / taught economics; therefore, the topic was the basics of insurance. The topics included an overview lecture, insurance contract, types of insurance, and insurance risks. Another part of the participants was studying natural sciences (chemistry, physics); for them an integrated course on conductivity of electrolyte solutions was offered, which also included an overview lecture, description of quantitative relationships, characterization of their constituent quantities, physical and chemical research methods. The course was taught by an instructor from Herzen University. Both courses were taught using Zoom software.</p><p >The materials and questions used in the study are our own development.</p><p >After watching a film with economic content (insurance) or natural science (electrical conductivity of electrolyte solutions) the participants took a short test. The test determined how well the learners perceived the information displayed on the mobile phone screen. There were no direct answers to the questions in the films, but they were clear from the information provided.</p><p >The result was described as positive when 70% of the test was correctly solved. Less than half of all the participants demonstrated such a result. Only 7 out of 20 questions received more than 70% of correct answers (8 by teachers and 5 by students).</p><p ><bold>Survey</bold></p><p >The study involved 93 teachers (24-52 years old) and 182 students of various specialties (19-21 years old), a total of 275 people from Kazan Federal University (the Russian Federation), Moscow Aviation Institute (National Research University, the Russian Federation), Sechenov First Moscow State Medical University (the Russian Federation) and Herzen University (the Russian Federation).</p><p ><bold>Data analysis and statistical processing</bold></p><p >The results of the interview were recorded, transcribed into a Word document, analyzed, and summarized. The test results were entered into an Excel spreadsheet and analyzed, including with the help of the SPSS program.</p><p ><bold>Ethical issues</bold></p><p >The research was conducted ethically in accordance with the World Medical Association Declaration of Helsinki. The research was approved by the local ethics committees of Herzen University. Each research participant gave their written consent to participate in the study. The invitation leaflets that were previously distributed to the students contained complete research information.</p><p ><bold>Research limitations</bold></p><p >The study can be considered reliable, but it should be noted that it was conducted at four universities of the Russian Federation, and the number of participants was limited. An identical study conducted in other countries may provide different results.</p>
			</sec><sec>
			<title>Results</title>
				<p >Part 1</p><p >The answers to the interview questions are as follows:</p><p >1. Can you define critical thinking?</p><p >Five per cent of the interviewees noted that they could not answer the question. They were all students. The examples of teachers’ answers: “the ability to assess the situation independently”, “not to perceive everything in good faith”, “to be able to give one’s own assessment of the situation”, “not to be affected by other people’s ideas.” The examples of students’ answers: “the ability to critically perceive the information received or seen”, “to question some facts”, “to have one’s own opinion about everything.”</p><p >These results show that both the majority of students and teachers generally understand what critical thinking is. The answers are similar to those contained in the video. The research participants emphasize that critical thinking should protect them from the negative effect of information from the outside, imposed opinions and beliefs. The fact that 5% of students could not answer this question is most likely due to the fact that they were inattentive while watching the video, or the topic was not interesting to them. Therefore, there is a need to explain to university students the importance of acquiring critical thinking skills.</p><p >2. What do you need critical thinking for?</p><p >The question contained answer options and the students had to choose the most suitable one for them. Answer options: “for the formation of an independent opinion”, “for self-development”, “for the development of communication skills”, “for making non-standard decisions”, “for finding the right solution”, “for the development of scientific thinking”, “not to be deceived”, “not to succumb to propaganda”, “for controlling emotions and intellect”, “for the manifestation of one’s own individuality”, “for other reasons” (Zhukotskaya and Chernenkaya, 2019) (Figures 1 and 2).</p><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><p >Figure 1. The answers to interview question 2 (teachers)</p><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><p >Figure 2. The answers to interview question 2 (students)</p><p >Teachers believe that critical thinking is needed to “form an independent opinion”, “not to be deceived” and “to find the right solution.” Among the students, the most popular answers were “to form an independent opinion”, “to find the right solution”, “for self-development” and “to control emotions and intellect”. The opinions of teachers and students were similar. Goals such as “to make non-standard decisions,” “to develop scientific thinking,” and “to manifest one’s own individuality” were generally found to be less popular among survey participants.</p><p >3. What’s your attitude to mobile learning?</p><p >Answer options: “positive” (28 teachers and 42 students), “negative” (36 teachers and 47 students), “contradictory” (29 teachers and 34 students), “neutral” (0 teachers and 59 students).</p><p >As noted above, today the attitude of people towards mobile learning is ambiguous. Only a minority of teachers and students have a positive opinion of it. Due to the fact that there is a need for a large-scale introduction of technologies in the field of education, it is possible to recommend that education authorities work on the opinion of the population and mobile learning, for example, by conducting training, equipping classrooms with innovative teaching tools, contributing to the exchange of experience, etc.</p><p >4. Does mobile learning contribute to critical thinking (or not)?</p><p >Answer options: “contributes” (39 teachers and 81 students), “does not contribute” (54 teachers and 101 students). As can be seen, the majority of respondents (58% and 55%) believe that mobile learning does not contribute to the development of critical thinking. This partially stems from the problems that were mentioned in question 3. As a solution to this issue, the development of high-quality educational applications for mobile devices can be recommended along with the improvement of technological skills, time management, etc.</p><p >5. Do you think that the disciplines you study at university contribute to the development of critical thinking? (“yes”, “no”). Fifty-two teachers and eighty-three students answered positively while forty-one teachers and ninety-nine students answered negatively. Accordingly, teachers have a better opinion of university disciplines in the context of developing critical thinking compared to students. Based on these results, it can be concluded that many students are not interested in studying a number of university disciplines as they consider them impracticable. To improve the situation, it is necessary to make the method of presenting the material more interesting with an emphasis on the practical application of the knowledge gained.</p><p >6. Do you think that the disciplines you study at university contribute to the development of critical thinking? (“yes”, “no”).</p><p >Sixty-eight teachers and one hundred and one students answered this question in the affirmative. Twenty-five teachers and eighty-one students answered in the negative. Most teachers and students believe that school subjects contribute to the development of critical thinking. The results show that the respondents consider school subjects to be more useful. This is probably due to the peculiarities of teaching methods and tutorial work at school. Accordingly, the teaching methodology of some university disciplines should be revised.</p><p >7. Which of the following do you think will develop critical thinking the most?</p><p >A list of subjects was given but the participants could also come up with their own options: logic, philosophy, sociology, history, behavior in emergency conditions, psychology, political science, public speaking, project activities, mathematics, philology and native language, foreign philology, the basics of neurolinguistic programming, natural science, religious studies, economics, physics, chemistry, your alternative (Zhukotskaya and Chernenkaya, 2019) (Figures 3 and 4).</p><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><p >Figure 3. Teachers’ answers to question 7</p><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><p >Figure 4. Students’ answers to question 7</p><p >According to teachers and students, the subjects that develop critical thinking the most are mathematics, logic and economics. It is a common belief that these subjects contribute to the development of critical thinking. It is necessary to explain to students that other subjects (including humanitarian ones) are also important and improve critical thinking skills.</p><p >8. Is it possible to effectively study the above subjects with the help of mobile learning? (“yes”, “no”, “not sure”).</p><p >Thirty-eight teachers and seventy-two students answered this question in the affirmative; forty-six teachers and one hundred and two students answered in the negative. The “not sure” option was selected by 9 teachers and 8 students. Most teachers and students believe that these subjects cannot be effectively studied in the context of mobile learning. To solve this problem and increase motivation for mobile learning, we can recommend the development of interesting online courses, the active use of technology in the classroom, a combination of traditional and modern teaching methods. On this point, physicists and chemists are generally against mobile learning because they are experimental subjects, but learning theoretical material is acceptable in such cases as lockdown.</p><p >9. Share your opinion on developing critical thinking in mobile learning.</p><p >The teachers and students (optional) provided detailed answers to the question, for example:</p><p >Respondent 1 (teacher): “In my opinion, mobile learning does not provide an opportunity for live communication between teachers and students, which prevents the development of critical thinking.”</p><p >Respondent 2 (teacher): “Critical thinking can only develop if students are serious about mobile learning.”</p><p >Respondent 3 (teacher): “I think that in order for critical thinking to develop, it is necessary to combine traditional learning and mobile learning: 70% / 30%.”</p><p >Respondent 4 (student): “Mobile learning can promote the development of critical thinking provided that students treat it responsibly and the results are regularly monitored.”</p><p >Respondent 5 (student): “I think this type of education does not contribute to the development of critical thinking as it is similar to watching TV; there is no one to talk to or ask questions.”</p><p >Respondent 6 (student): “In my opinion, it does not contribute to the development of critical thinking and can only be used as an auxiliary type of education.”</p><p >The results show that the study participants have ambiguous opinions about the possibility of developing critical thinking skills. All respondents were from the Russian Federation, where the traditional approach to teaching prevails. To improve the attitude of teachers and students to mobile learning and its ability to develop critical thinking, it is necessary to popularize it among the participants in the educational process, introduce technologies into lesson plans, focus on the convenience of perceiving information from device screens, combine it with traditional learning, etc.</p><p >Part 2</p><p >Tables 1 and 2 show the results of teacher and student tests. The result is described as positive when 70% of the test was correctly solved.</p><p ><bold>Table 1</bold></p><p >Teachers’ test results, %</p>

<table-wrap><label>Table</label><table>
 <tr>
  
  <td>
  Result 
  </td>
  <td>
  Teacher 30
  </td>
  <td>
  34
  </td>
  <td>
  Teacher 60
  </td>
  <td>
  86
  </td>
 </tr>
 <tr>
  <td>
  Teacher 1
  </td>
  <td>
  58
  </td>
  <td>
  Teacher 31
  </td>
  <td>
  55
  </td>
  <td>
  Teacher 61
  </td>
  <td>
  49
  </td>
 </tr>
 <tr>
  <td>
  Teacher 2
  </td>
  <td>
  49
  </td>
  <td>
  Teacher 32
  </td>
  <td>
  69
  </td>
  <td>
  Teacher 62
  </td>
  <td>
  58
  </td>
 </tr>
 <tr>
  <td>
  Teacher 3
  </td>
  <td>
  58
  </td>
  <td>
  Teacher 33
  </td>
  <td>
  68
  </td>
  <td>
  Teacher 63
  </td>
  <td>
  67
  </td>
 </tr>
 <tr>
  <td>
  Teacher 4
  </td>
  <td>
  38
  </td>
  <td>
  Teacher 34
  </td>
  <td>
  72
  </td>
  <td>
  Teacher 64
  </td>
  <td>
  69
  </td>
 </tr>
 <tr>
  <td>
  Teacher 5
  </td>
  <td>
  94
  </td>
  <td>
  Teacher 35
  </td>
  <td>
  48
  </td>
  <td>
  Teacher 65
  </td>
  <td>
  69
  </td>
 </tr>
 <tr>
  <td>
  Teacher 6
  </td>
  <td>
  76
  </td>
  <td>
  Teacher 36
  </td>
  <td>
  59
  </td>
  <td>
  Teacher 66
  </td>
  <td>
  59
  </td>
 </tr>
 <tr>
  <td>
  Teacher 7
  </td>
  <td>
  52
  </td>
  <td>
  Teacher 37
  </td>
  <td>
  68
  </td>
  <td>
  Teacher 67
  </td>
  <td>
  66
  </td>
 </tr>
 <tr>
  <td>
  Teacher 8
  </td>
  <td>
  41
  </td>
  <td>
  Teacher 38
  </td>
  <td>
  85
  </td>
  <td>
  Teacher 68
  </td>
  <td>
  55
  </td>
 </tr>
 <tr>
  <td>
  Teacher 9
  </td>
  <td>
  99
  </td>
  <td>
  Teacher 39
  </td>
  <td>
  89
  </td>
  <td>
  Teacher 69
  </td>
  <td>
  87
  </td>
 </tr>
 <tr>
  <td>
  Teacher 10
  </td>
  <td>
  52
  </td>
  <td>
  Teacher 40
  </td>
  <td>
  97
  </td>
  <td>
  Teacher 70
  </td>
  <td>
  93
  </td>
 </tr>
 <tr>
  <td>
  Teacher 11
  </td>
  <td>
  46
  </td>
  <td>
  Teacher 41
  </td>
  <td>
  54
  </td>
  <td>
  Teacher 71
  </td>
  <td>
  99
  </td>
 </tr>
 <tr>
  <td>
  Teacher 12
  </td>
  <td>
  43
  </td>
  <td>
  Teacher 42
  </td>
  <td>
  72
  </td>
  <td>
  Teacher 72
  </td>
  <td>
  58
  </td>
 </tr>
 <tr>
  <td>
  Teacher 13
  </td>
  <td>
  42
  </td>
  <td>
  Teacher 43
  </td>
  <td>
  94
  </td>
  <td>
  Teacher 73
  </td>
  <td>
  61
  </td>
 </tr>
 <tr>
  <td>
  Teacher 14
  </td>
  <td>
  85
  </td>
  <td>
  Teacher 44
  </td>
  <td>
  55
  </td>
  <td>
  Teacher 74
  </td>
  <td>
  65
  </td>
 </tr>
 <tr>
  <td>
  Teacher 15
  </td>
  <td>
  87
  </td>
  <td>
  Teacher 45
  </td>
  <td>
  57
  </td>
  <td>
  Teacher 75
  </td>
  <td>
  68
  </td>
 </tr>
 <tr>
  <td>
  Teacher 16
  </td>
  <td>
  51
  </td>
  <td>
  Teacher 46
  </td>
  <td>
  68
  </td>
  <td>
  Teacher 76
  </td>
  <td>
  59
  </td>
 </tr>
 <tr>
  <td>
  Teacher 17
  </td>
  <td>
  55
  </td>
  <td>
  Teacher 47
  </td>
  <td>
  64
  </td>
  <td>
  Teacher 77
  </td>
  <td>
  45
  </td>
 </tr>
 <tr>
  <td>
  Teacher 18
  </td>
  <td>
  56
  </td>
  <td>
  Teacher 48
  </td>
  <td>
  61
  </td>
  <td>
  Teacher 78
  </td>
  <td>
  49
  </td>
 </tr>
 <tr>
  <td>
  Teacher 19
  </td>
  <td>
  84
  </td>
  <td>
  Teacher 49
  </td>
  <td>
  70
  </td>
  <td>
  Teacher 79
  </td>
  <td>
  59
  </td>
 </tr>
 <tr>
  <td>
  Teacher 20
  </td>
  <td>
  69
  </td>
  <td>
  Teacher 50
  </td>
  <td>
  75
  </td>
  <td>
  Teacher 80
  </td>
  <td>
  54
  </td>
 </tr>
 <tr>
  <td>
  Teacher 21
  </td>
  <td>
  67
  </td>
  <td>
  Teacher 51
  </td>
  <td>
  49
  </td>
  <td>
  Teacher 81
  </td>
  <td>
  65
  </td>
 </tr>
 <tr>
  <td>
  Teacher 22
  </td>
  <td>
  85
  </td>
  <td>
  Teacher 52
  </td>
  <td>
  68
  </td>
  <td>
  Teacher 82
  </td>
  <td>
  69
  </td>
 </tr>
 <tr>
  <td>
  Teacher 23
  </td>
  <td>
  69
  </td>
  <td>
  Teacher 53
  </td>
  <td>
  69
  </td>
  <td>
  Teacher 83
  </td>
  <td>
  68
  </td>
 </tr>
 <tr>
  <td>
  Teacher 24
  </td>
  <td>
  69
  </td>
  <td>
  Teacher 54
  </td>
  <td>
  59
  </td>
  <td>
  Teacher 84
  </td>
  <td>
  70
  </td>
 </tr>
 <tr>
  <td>
  Teacher 25
  </td>
  <td>
  59
  </td>
  <td>
  Teacher 55
  </td>
  <td>
  58
  </td>
  <td>
  Teacher 85
  </td>
  <td>
  72
  </td>
 </tr>
 <tr>
  <td>
  Teacher 26
  </td>
  <td>
  84
  </td>
  <td>
  Teacher 56
  </td>
  <td>
  97
  </td>
  <td>
  Teacher 86
  </td>
  <td>
  69
  </td>
 </tr>
 <tr>
  <td>
  Teacher 27
  </td>
  <td>
  56
  </td>
  <td>
  Teacher 57
  </td>
  <td>
  64
  </td>
  <td>
  Teacher 87
  </td>
  <td>
  49
  </td>
 </tr>
 <tr>
  <td>
  Teacher 28
  </td>
  <td>
  59
  </td>
  <td>
  Teacher 58
  </td>
  <td>
  71
  </td>
  <td>
  Teacher 88
  </td>
  <td>
  48
  </td>
 </tr>
 <tr>
  <td>
  Teacher 29
  </td>
  <td>
  68
  </td>
  <td>
  Teacher 59
  </td>
  <td>
  72
  </td>
  <td>
  Teacher 89
  </td>
  <td>
  59
  </td>
 </tr>
 <tr>
  
  
  
  
  <td>
  Teacher 90
  </td>
  <td>
  58
  </td>
 </tr>
 <tr>
  
  
  
  
  <td>
  Teacher 91
  </td>
  <td>
  97
  </td>
 </tr>
 <tr>
  
  
  
  
  <td>
  Teacher 92
  </td>
  <td>
  69
  </td>
 </tr>
 <tr>
  
  
  
  
  <td>
  Teacher 93
  </td>
  <td>
  73
  </td>
 </tr>
</table></table-wrap>

<p ><bold>Table 2</bold></p><p >Students’ test results, %</p>

<table-wrap><label>Table</label><table>
 <tr>
  
  <td>
  Result
  </td>
  <td>
  Student 46
  </td>
  <td>
  95
  </td>
  <td>
  Student 91
  </td>
  <td>
  59
  </td>
  <td>
  Student 136
  </td>
  <td>
  58
  </td>
 </tr>
 <tr>
  <td>
  Student 1
  </td>
  <td>
  48
  </td>
  <td>
  Student 47
  </td>
  <td>
  28
  </td>
  <td>
  Student 92
  </td>
  <td>
  48
  </td>
  <td>
  Student 137
  </td>
  <td>
  24
  </td>
 </tr>
 <tr>
  <td>
  Student 2
  </td>
  <td>
  49
  </td>
  <td>
  Student 48
  </td>
  <td>
  37
  </td>
  <td>
  Student 93
  </td>
  <td>
  69
  </td>
  <td>
  Student 138
  </td>
  <td>
  35
  </td>
 </tr>
 <tr>
  <td>
  Student 3
  </td>
  <td>
  51
  </td>
  <td>
  Student 49
  </td>
  <td>
  56
  </td>
  <td>
  Student 94
  </td>
  <td>
  39
  </td>
  <td>
  Student 139
  </td>
  <td>
  75
  </td>
 </tr>
 <tr>
  <td>
  Student 4
  </td>
  <td>
  38
  </td>
  <td>
  Student 50
  </td>
  <td>
  49
  </td>
  <td>
  Student 95
  </td>
  <td>
  27
  </td>
  <td>
  Student 140
  </td>
  <td>
  15
  </td>
 </tr>
 <tr>
  <td>
  Student 5
  </td>
  <td>
  67
  </td>
  <td>
  Student 51
  </td>
  <td>
  28
  </td>
  <td>
  Student 96
  </td>
  <td>
  38
  </td>
  <td>
  Student 141
  </td>
  <td>
  95
  </td>
 </tr>
 <tr>
  <td>
  Student 6
  </td>
  <td>
  75
  </td>
  <td>
  Student 52
  </td>
  <td>
  67
  </td>
  <td>
  Student 97
  </td>
  <td>
  34
  </td>
  <td>
  Student 142
  </td>
  <td>
  68
  </td>
 </tr>
 <tr>
  <td>
  Student 7
  </td>
  <td>
  26
  </td>
  <td>
  Student 53
  </td>
  <td>
  68
  </td>
  <td>
  Student 98
  </td>
  <td>
  59
  </td>
  <td>
  Student 143
  </td>
  <td>
  73
  </td>
 </tr>
 <tr>
  <td>
  Student 8
  </td>
  <td>
  91
  </td>
  <td>
  Student 54
  </td>
  <td>
  69
  </td>
  <td>
  Student 99
  </td>
  <td>
  68
  </td>
  <td>
  Student 144
  </td>
  <td>
  54
  </td>
 </tr>
 <tr>
  <td>
  Student 9
  </td>
  <td>
  46
  </td>
  <td>
  Student 55
  </td>
  <td>
  54
  </td>
  <td>
  Student 100
  </td>
  <td>
  71
  </td>
  <td>
  Student 145
  </td>
  <td>
  58
  </td>
 </tr>
 <tr>
  <td>
  Student 10
  </td>
  <td>
  38
  </td>
  <td>
  Student 56
  </td>
  <td>
  37
  </td>
  <td>
  Student 101
  </td>
  <td>
  54
  </td>
  <td>
  Student 146
  </td>
  <td>
  69
  </td>
 </tr>
 <tr>
  <td>
  Student 11
  </td>
  <td>
  46
  </td>
  <td>
  Student 57
  </td>
  <td>
  29
  </td>
  <td>
  Student 102
  </td>
  <td>
  38
  </td>
  <td>
  Student 147
  </td>
  <td>
  57
  </td>
 </tr>
 <tr>
  <td>
  Student 12
  </td>
  <td>
  57
  </td>
  <td>
  Student 58
  </td>
  <td>
  24
  </td>
  <td>
  Student 103
  </td>
  <td>
  69
  </td>
  <td>
  Student 148
  </td>
  <td>
  48
  </td>
 </tr>
 <tr>
  <td>
  Student 13
  </td>
  <td>
  76
  </td>
  <td>
  Student 59
  </td>
  <td>
  58
  </td>
  <td>
  Student 104
  </td>
  <td>
  58
  </td>
  <td>
  Student 149
  </td>
  <td>
  24
  </td>
 </tr>
 <tr>
  <td>
  Student 14
  </td>
  <td>
  78
  </td>
  <td>
  Student 60
  </td>
  <td>
  79
  </td>
  <td>
  Student 105
  </td>
  <td>
  67
  </td>
  <td>
  Student 150
  </td>
  <td>
  38
  </td>
 </tr>
 <tr>
  <td>
  Student 15
  </td>
  <td>
  49
  </td>
  <td>
  Student 61
  </td>
  <td>
  45
  </td>
  <td>
  Student 106
  </td>
  <td>
  49
  </td>
  <td>
  Student 151
  </td>
  <td>
  59
  </td>
 </tr>
 <tr>
  <td>
  Student 16
  </td>
  <td>
  28
  </td>
  <td>
  Student 62
  </td>
  <td>
  43
  </td>
  <td>
  Student 107
  </td>
  <td>
  58
  </td>
  <td>
  Student 152
  </td>
  <td>
  64
  </td>
 </tr>
 <tr>
  <td>
  Student 17
  </td>
  <td>
  39
  </td>
  <td>
  Student 63
  </td>
  <td>
  68
  </td>
  <td>
  Student 108
  </td>
  <td>
  76
  </td>
  <td>
  Student 153
  </td>
  <td>
  57
  </td>
 </tr>
 <tr>
  <td>
  Student 18
  </td>
  <td>
  64
  </td>
  <td>
  Student 64
  </td>
  <td>
  61
  </td>
  <td>
  Student 109
  </td>
  <td>
  92
  </td>
  <td>
  Student 154
  </td>
  <td>
  28
  </td>
 </tr>
 <tr>
  <td>
  Student 19
  </td>
  <td>
  69
  </td>
  <td>
  Student 65
  </td>
  <td>
  38
  </td>
  <td>
  Student 110
  </td>
  <td>
  45
  </td>
  <td>
  Student 155
  </td>
  <td>
  49
  </td>
 </tr>
 <tr>
  <td>
  Student 20
  </td>
  <td>
  73
  </td>
  <td>
  Student 66
  </td>
  <td>
  39
  </td>
  <td>
  Student 111
  </td>
  <td>
  19
  </td>
  <td>
  Student 156
  </td>
  <td>
  56
  </td>
 </tr>
 <tr>
  <td>
  Student 21
  </td>
  <td>
  46
  </td>
  <td>
  Student 67
  </td>
  <td>
  49
  </td>
  <td>
  Student 112
  </td>
  <td>
  56
  </td>
  <td>
  Student 157
  </td>
  <td>
  37
  </td>
 </tr>
 <tr>
  <td>
  Student 22
  </td>
  <td>
  28
  </td>
  <td>
  Student 68
  </td>
  <td>
  57
  </td>
  <td>
  Student 113
  </td>
  <td>
  28
  </td>
  <td>
  Student 158
  </td>
  <td>
  68
  </td>
 </tr>
 <tr>
  <td>
  Student 23
  </td>
  <td>
  39
  </td>
  <td>
  Student 69
  </td>
  <td>
  67
  </td>
  <td>
  Student 114
  </td>
  <td>
  39
  </td>
  <td>
  Student 159
  </td>
  <td>
  57
  </td>
 </tr>
 <tr>
  <td>
  Student 24
  </td>
  <td>
  67
  </td>
  <td>
  Student 70
  </td>
  <td>
  59
  </td>
  <td>
  Student 115
  </td>
  <td>
  67
  </td>
  <td>
  Student 160
  </td>
  <td>
  49
  </td>
 </tr>
 <tr>
  <td>
  Student 25
  </td>
  <td>
  59
  </td>
  <td>
  Student 71
  </td>
  <td>
  54
  </td>
  <td>
  Student 116
  </td>
  <td>
  58
  </td>
  <td>
  Student 161
  </td>
  <td>
  28
  </td>
 </tr>
 <tr>
  <td>
  Student 26
  </td>
  <td>
  49
  </td>
  <td>
  Student 72
  </td>
  <td>
  37
  </td>
  <td>
  Student 117
  </td>
  <td>
  19
  </td>
  <td>
  Student 162
  </td>
  <td>
  79
  </td>
 </tr>
 <tr>
  <td>
  Student 27
  </td>
  <td>
  33
  </td>
  <td>
  Student 73
  </td>
  <td>
  39
  </td>
  <td>
  Student 118
  </td>
  <td>
  28
  </td>
  <td>
  Student 163
  </td>
  <td>
  94
  </td>
 </tr>
 <tr>
  <td>
  Student 28
  </td>
  <td>
  34
  </td>
  <td>
  Student 74
  </td>
  <td>
  68
  </td>
  <td>
  Student 119
  </td>
  <td>
  45
  </td>
  <td>
  Student 164
  </td>
  <td>
  81
  </td>
 </tr>
 <tr>
  <td>
  Student 29
  </td>
  <td>
  56
  </td>
  <td>
  Student 75
  </td>
  <td>
  57
  </td>
  <td>
  Student 120
  </td>
  <td>
  12
  </td>
  <td>
  Student 165
  </td>
  <td>
  56
  </td>
 </tr>
 <tr>
  <td>
  Student 30
  </td>
  <td>
  72
  </td>
  <td>
  Student 76
  </td>
  <td>
  69
  </td>
  <td>
  Student 121
  </td>
  <td>
  59
  </td>
  <td>
  Student 166
  </td>
  <td>
  49
  </td>
 </tr>
 <tr>
  <td>
  Student 31
  </td>
  <td>
  84
  </td>
  <td>
  Student 77
  </td>
  <td>
  69
  </td>
  <td>
  Student 122
  </td>
  <td>
  67
  </td>
  <td>
  Student 167
  </td>
  <td>
  58
  </td>
 </tr>
 <tr>
  <td>
  Student 32
  </td>
  <td>
  65
  </td>
  <td>
  Student 78
  </td>
  <td>
  64
  </td>
  <td>
  Student 123
  </td>
  <td>
  58
  </td>
  <td>
  Student 168
  </td>
  <td>
  27
  </td>
 </tr>
 <tr>
  <td>
  Student 33
  </td>
  <td>
  42
  </td>
  <td>
  Student 79
  </td>
  <td>
  58
  </td>
  <td>
  Student 124
  </td>
  <td>
  49
  </td>
  <td>
  Student 169
  </td>
  <td>
  49
  </td>
 </tr>
 <tr>
  <td>
  Student 34
  </td>
  <td>
  28
  </td>
  <td>
  Student 80
  </td>
  <td>
  37
  </td>
  <td>
  Student 125
  </td>
  <td>
  42
  </td>
  <td>
  Student 170
  </td>
  <td>
  18
  </td>
 </tr>
 <tr>
  <td>
  Student 35
  </td>
  <td>
  19
  </td>
  <td>
  Student 81
  </td>
  <td>
  39
  </td>
  <td>
  Student 126
  </td>
  <td>
  58
  </td>
  <td>
  Student 171
  </td>
  <td>
  59
  </td>
 </tr>
 <tr>
  <td>
  Student 36
  </td>
  <td>
  25
  </td>
  <td>
  Student 82
  </td>
  <td>
  34
  </td>
  <td>
  Student 127
  </td>
  <td>
  56
  </td>
  <td>
  Student 172
  </td>
  <td>
  46
  </td>
 </tr>
 <tr>
  <td>
  Student 37
  </td>
  <td>
  38
  </td>
  <td>
  Student 83
  </td>
  <td>
  29
  </td>
  <td>
  Student 128
  </td>
  <td>
  72
  </td>
  <td>
  Student 173
  </td>
  <td>
  58
  </td>
 </tr>
 <tr>
  <td>
  Student 38
  </td>
  <td>
  67
  </td>
  <td>
  Student 84
  </td>
  <td>
  68
  </td>
  <td>
  Student 129
  </td>
  <td>
  49
  </td>
  <td>
  Student 174
  </td>
  <td>
  67
  </td>
 </tr>
 <tr>
  <td>
  Student 39
  </td>
  <td>
  71
  </td>
  <td>
  Student 85
  </td>
  <td>
  58
  </td>
  <td>
  Student 130
  </td>
  <td>
  58
  </td>
  <td>
  Student 175
  </td>
  <td>
  91
  </td>
 </tr>
 <tr>
  <td>
  Student 40
  </td>
  <td>
  68
  </td>
  <td>
  Student 86
  </td>
  <td>
  67
  </td>
  <td>
  Student 131
  </td>
  <td>
  24
  </td>
  <td>
  Student 176
  </td>
  <td>
  80
  </td>
 </tr>
 <tr>
  <td>
  Student 41
  </td>
  <td>
  59
  </td>
  <td>
  Student 87
  </td>
  <td>
  79
  </td>
  <td>
  Student 132
  </td>
  <td>
  36
  </td>
  <td>
  Student 177
  </td>
  <td>
  49
  </td>
 </tr>
 <tr>
  <td>
  Student 42
  </td>
  <td>
  27
  </td>
  <td>
  Student 88
  </td>
  <td>
  84
  </td>
  <td>
  Student 133
  </td>
  <td>
  57
  </td>
  <td>
  Student 178
  </td>
  <td>
  37
  </td>
 </tr>
 <tr>
  <td>
  Student 43
  </td>
  <td>
  64
  </td>
  <td>
  Student 89
  </td>
  <td>
  28
  </td>
  <td>
  Student 134
  </td>
  <td>
  49
  </td>
  <td>
  Student 179
  </td>
  <td>
  58
  </td>
 </tr>
 <tr>
  <td>
  Student 44
  </td>
  <td>
  75
  </td>
  <td>
  Student 90
  </td>
  <td>
  64
  </td>
  <td>
  Student 135
  </td>
  <td>
  59
  </td>
  <td>
  Student 180
  </td>
  <td>
  69
  </td>
 </tr>
 <tr>
  <td>
  Student 45
  </td>
  <td>
  28
  </td>
  
  
  
  
  <td>
  Student 181
  </td>
  <td>
  49
  </td>
 </tr>
 <tr>
  
  
  
  
  
  
  <td>
  Student 182
  </td>
  <td>
  90
  </td>
 </tr>
</table></table-wrap>

<p >The results show that a minority of teachers and students coped with the test. This indicates minor effectiveness of taking an online course. Probably, in order to improve the situation, it is necessary to make the course more interesting, concise, and visual, as well as to provide students with an opportunity to communicate with teachers and peers during the course. Interaction between people is required for the formation of ideas and opinions, as well as understanding of the material. There is also a problem with the perception of information due to the small screen, limited field of view, etc. Taking a short test after each session can also be recommended (for self-examination).</p><p >To test how significant or random the observed result is, the null hypothesis is put forward about the absence of statistically significant differences in the results of the knowledge test from the normal expected distribution.</p><p >The results of Pearson’s chi-square fit test are presented in Table 3. For both students and teachers, statistics p-values are significantly less than the α of 0.05 (.0391 - for students and .0413 - for teachers). Based on the presented results, the null hypothesis about the absence of statistically significant differences in the results of the knowledge test from the normal expected distribution must be discarded. From this, we can conclude that the applied method of mobile learning can lead to statistically significant changes in the quality of learning in the subjects studied.</p><p ><bold>Table 3</bold></p><p >The results of Pearson’s chi-square fit test</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  Students
  </td>
  
  
  <td>
  Teachers
  </td>
  
  
 </tr>
 <tr>
  <td>
  df
  </td>
  <td>
  χ2
  </td>
  <td>
  p-value
  </td>
  <td>
  df
  </td>
  <td>
  χ2
  </td>
  <td>
  p-value
  </td>
 </tr>
 <tr>
  <td>
  92
  </td>
  <td>
  121.9
  </td>
  <td>
  .0391
  </td>
  <td>
  181
  </td>
  <td>
  212.3
  </td>
  <td>
  .0413
  </td>
 </tr>
</table></table-wrap>


			</sec><sec>
			<title>Discussion</title>
				<p >Before the study, two hypotheses were developed: (1) mobile learning significantly contributes to the development of critical thinking; (2) cognitive distortions are often experienced by learners using mobile devices.</p><p >Based on the results of the first part of the study, both teachers and students have an ambiguous attitude to mobile learning and its impact on the development of critical thinking. Most teachers noted that critical thinking is needed not to succumb to propaganda. Least popular answers: “for the development of scientific thinking”, “not to be deceived.” Among students, the most popular answers included “to find the right solution” and “to manifest one’s own individuality” while the least popular one was “for the development of scientific thinking”. It can be concluded that teachers place an emphasis on independent thinking, and students focus on self-expression. According to both teachers and students, logic, mathematics, and economics have been defined as disciplines that contribute to the development of critical thinking. This indicates that most people believe that liberal arts and learning through mobile learning do not have a significant positive impact on the development of critical thinking. In addition, most respondents believe that all the subjects listed are difficult to learn through mobile learning. This is explained by the lack of experience in such a study and the ambiguous attitude towards mobile learning. Both students and teachers believe that school subjects are more conducive to the development of critical thinking than university ones. This is due to the peculiarities of teaching methods at school and a greater degree of control.</p><p >This study confirms hypothesis 2. Based on the analysis of the tests, it can be seen that most mistakes were made at the stage of reflection after the participants recalled and comprehended the material studied.</p><p >Scientists distinguish three stages of learning:</p><p >- recall (retrieval the information from memory, forming interest, setting the goals of studying the topic); contact with new information and its systematization;</p><p >- comprehension (realization of meaning): contact with new information and its systematization;</p><p >- thinking (reflection): consolidating new knowledge, rebuilding primary ideas.</p><p >The critical thinking development phases have the following functions:</p><p >- informational, motivational, communication (recall);</p><p >- systematizing, informational (comprehension of the content);</p><p >- informational, communication, evaluative, motivational (reflection) (Hitchcock, 2020).</p><p >The participants also made mistakes associated with information interpretation, analysis, evaluation and explanation, which are also related to cognitive errors.</p><p >The situation is similar in Indonesia. The weaknesses of students in the context of solving mathematical problems are as follows: they cannot match information with the right concept; do not understand the concept associated with the task; do not present information in the form of tables, graphs or other symbols; have wrong assumptions; have the wrong plan that leads to the wrong strategy; do not check the end result; do not correct the wrong part; do not consider the application of different solutions. Students make the biggest number of mistakes during the reflection phase (Kurniati and Annizar, 2017).</p><p >The test results also showed that during online lectures it is quite difficult for students to highlight basic information or outline the most important points. They may pay more attention to less important information and less attention to important information.</p><p >In another study devoted to students’ critical thinking skills that took place in Slovakia, the participants reported that during lectures they copy the information from the board / screen and that the teachers do not force them to take an active part in the process. Some teachers provide lecture texts (for example, in learning management systems (LMS)). Many students stated that this simplifies the learning process and that they can listen to the lecture more attentively without having to take notes. Some students responded that they have to use only texts to study some disciplines (Straková and Cimermanová, 2018).</p><p >There are also cases when participants rely on other sources to prepare for the test; these contain inaccurate information, which results in students’ making mistakes. According to a study in Malaysia, information literacy refers to the ability to recognize when the information is needed, then find, evaluate, and use relevant information effectively (Parsazadeh, Ali and Rezaei, 2018).</p><p >The lectures gave the students fairly good knowledge of the topic but did not allow them to answer many specific questions. According to the participants, the reasons they failed to answer some test questions are the impossibility of asking the teacher questions and clarifying incomprehensible information, the difficulty of perceiving information from the screen of a smartphone / tablet.</p><p >Integrating smartphones into the learning environment is a challenging task. Teachers may need to incorporate smartphones into teaching and learning to create engaging teaching and optimal classroom interaction with students while reducing or at least minimizing distractions that can occur. Potential problems include distraction, addiction, lack of skills, and decreased quality of personal communication. Scholars from Brunei note that in order to avoid any inconvenience when using smartphones in the classroom, proper rules for the use of smartphones in the classroom must be established in advance and followed by students (Anshari et al., 2017).</p><p >The study participants also noted that they felt fear and uncertainty during the test. After taking the online course, they were not confident in their abilities and reported that this was associated with the lack of interlocutors and feedback. According to researchers from the Netherlands, one of the most common cognitive errors among adolescents is “underestimating the ability to cope”, “personalization without mind-reading, “selective abstraction,” “overgeneralization,” “mind-reading,” which contained a “threat-related conclusion.” All cognitive distortions, except for “selective abstraction”, correlate with anxiety. The most significant predictors of anxiety are “underestimating the ability to cope” and “mindreading” (Maric et al., 2011).</p><p >It should be noted that attitudes towards mobile learning, technology, and the level of technophobia differ in developed (for example, the USA, the Netherlands) and developing countries (for example, Indonesia, India). The main issue of developing countries is weak infrastructure, outdated equipment or its lack. Average Internet prices there are three times higher than in developed countries, and prices for mobile Internet are twice as expensive. In addition, a large part of the population uses devices that are only compatible with the 2G network, which does not allow them to comfortably enjoy all the features of mobile learning (Bukht and Heeks, 2018; Greenhow and Askari, 2017).</p><p >According to Cahyana et al. (2018), the indicators of critical thinking are focusing on the issue, taking into account the reliability of the source, observing and recording observation reports, conducting inductive reasoning and considering the results of it, defining a term and considering a definition, deciding on an action. Based on the test and interview results, the participants had difficulty in induction, deduction, and final decision-making.</p><p >In order to overcome distortions associated with the lack of critical thinking skills, it is necessary, first of all, to understand the difference between everyday and critical thinking (Figure 5):</p><fig><label>Figure</label><graphic xlink:href="data:image/png;base64,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"/></fig><p >Figure 5. Comparison of everyday and critical thinking</p><p >Source: Developing students’ critical thinking in pedagogy classes (VSEPU, 2009).</p><p >In order to be able to use critical thinking, the student must develop a number of qualities. Here the work of a teacher is also important, who not only directs his/her pedagogical actions to ensure that students learn a discipline, but also organizes work on the development of such qualities in them:</p><p >1. Ability to plan and arrange thoughts.</p><p >2. Be flexible and listen to other people’s ideas.</p><p >3. Perseverance.</p><p >4. Ability to correct mistakes.</p><p >5. Awareness.</p><p >6. Ability to find compromise solutions (VSEPU, 2009).</p><p >This approach is also applicable in the context of mobile learning, which requires critical thinking skills, first of all, to check the quality of information and the reliability of facts.</p><p >Cognitive distortions related to information interpretation, analysis, and evaluation, as well as the development and explanation can be fixed based on the following guidelines (Table 4).</p><p ><bold>Table 4</bold></p><p >Recommendations for fixing cognitive distortions</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  1
  </td>
  <td>
  Information interpretation
  </td>
  <td>
  When the information listened to or read is not clear, it should
  be read several times. It is also necessary to consider practical examples on
  the topic and try to connect them with the theory.
  </td>
 </tr>
 <tr>
  <td>
  2
  </td>
  <td>
  Analysis
  </td>
  <td>
  It is necessary to try to structure the information, for
  example, to depict it in the form of a diagram (cluster), try to understand
  the system, logic, and chronology.
  </td>
 </tr>
 <tr>
  <td>
  3
  </td>
  <td>
  Evaluation
  </td>
  <td>
  In the context of mobile learning, it is necessary to be able to
  assess the quality of information. In addition to taking a critical look at
  the information, the reliability of the source and the authority of the
  author should be checked. You can also find other sources with similar
  information, compare several sources, etc.
  </td>
 </tr>
 <tr>
  <td>
  4
  </td>
  <td>
  Explanation
  </td>
  <td>
  After viewing, listening, or reading the information, it should
  be retold or briefly summarized.
  </td>
 </tr>
</table></table-wrap>

<p >To improve critical thinking skills, the following action plan was developed (Table 5).</p><p ><bold>Table 5</bold></p><p >Recommendations for improving critical thinking skills</p>

<table-wrap><label>Table</label><table>
 <tr>
  <td>
  1
  </td>
  <td>
  Development of skills to control one's own thoughts
  </td>
  <td>
  The student must learn to sort, plan and control their thoughts,
  not to let them go by chance; and demonstrate mindful behavior
  </td>
 </tr>
 <tr>
  <td>
  2
  </td>
  <td>
  Learning to communicate with other people
  </td>
  <td>
  The right ideas are always born and refined when interacting
  with other people. A person should be open to other people's thoughts and
  opinions.
  </td>
 </tr>
 <tr>
  <td>
  3
  </td>
  <td>
  Persistence
  </td>
  <td>
  Good skills cannot be mastered quickly. It is a persistent
  approach that provides an opportunity to achieve success.
  </td>
 </tr>
 <tr>
  <td>
  4
  </td>
  <td>
  Error analysis session
  </td>
  <td>
  The student should be able to find, understand, admit and
  correct their mistakes, and not be afraid of this.
  </td>
 </tr>
 <tr>
  <td>
  5
  </td>
  <td>
  Search for compromises
  </td>
  <td>
  It should be recognized that there are no completely correct and
  completely wrong ideas and situations. Each phenomenon must be considered
  from different angles before making a decision.
  </td>
 </tr>
</table></table-wrap>

<p >The results of the study are interpreted within the framework of pedagogy and psychology and are a good contribution to the study of modern methods and approaches in education.</p>
			</sec><sec>
			<title>Conclusions</title>
				<p >Due to the fact that mobile learning is gaining popularity, there is a need to explore its positive and negative aspects. One of these aspects is its effect on the development of students’ critical thinking skills. The results of the study showed that the attitude towards mobile learning is ambiguous today; among teachers and students there are advocates and opponents of mobile learning. Most respondents believe that mobile learning has both positive and negative aspects and that its use in the learning process should be dosed. Today, only a small number of people completely deny it. The approximate percentage of study time that should be devoted to mobile learning, according to survey participants, is 10-30%.</p><p >In the process of mobile learning and assessment of its results, students (and sometimes teachers) can experience a number of cognitive distortions. The distortions can occur during the phases of comprehension and reflection, as well as in the course of information interpretation, analysis, evaluation, and explanation, which also complicates the effectiveness of fact-checking. There are many reasons for these distortions, including the lack of direct contact with the teacher, the inability to ask questions and discuss the topic, the poor quality of information, etc. Critical thinking skills can greatly help students avoid distortions.</p><p >To eliminate or minimize the problem of poor-quality information, as well as to improve fact-checking skills, students should use a number of tools, such as checking the credibility of the source and authors, interviewing the opposite party, and evaluating information, as well as automatic verification tools.</p><p >To improve critical thinking skills, an action plan that includes the following phases: development of skills to control one’s own thoughts, learning to communicate with other people, perseverance, error analysis session, and search for compromises, was developed. These skills can also be developed in the context of mobile learning or its partial application.</p><p >This study does not contradict the data obtained by most other authors. It contributes to the study of different aspects of mobile learning, its capabilities, advantages and disadvantages. The results of the study may be of interest to teachers, students, academic administration, parents, as well as to those who are interested in modern pedagogy and educational psychology.</p>
			</sec><sec>
			<title>Conflict of interests </title>
				<p>The author declares no conflict of interest.</p>
			</sec><sec>
			<title>References</title>
				<p>Addy, J. (2020). The art of the real: Fact checking as information literacy instruction. Reference Services Review, 48(1), 19-31. https://doi.org/10.1108/RSR-09-2019-0067</p><p>Al-Adwan, A. S., Al-Madadha, A., &amp; Zvirzdinaite, Z. (2018). Modeling students’ readiness to adopt mobile learning in higher education: An empirical study. International Review of Research in Open and Distributed Learning, 19(1), 221-241. https://doi.org/10.19173/irrodl.v19i1.3256</p><p>Anshari, M., Almunawar, M. N., Shahrill, M., Wicaksono, D. K., &amp; Huda, M. (2017). Smartphones usage in the classrooms: Learning aid or interference? Education and Information Technologies, 22(6), 3063-3079. https://doi.org/10.1007/s10639-017-9572-7</p><p>Betsch, T., &amp; Glockner, A. (2010). Intuition in judgment and decision making: Extensive thinking without effort. Psychological Inquiry, 21, 279-294. https://doi.org/10.1080/1047840X.2010.517737</p><p>Bukht, R., &amp; Heeks, R. (2018). Digital economy policy in developing countries. DIODE Working Papers, no. 6, Manchester. https://doi.org/10.13140/RG.2.2.24272.15364</p><p>Cahyana, U., Fitriani, E., Rianti, R., &amp; Fauziyah, S. (2018). Analysis of critical thinking skills in chemistry learning by using mobile learning for level x. In IOP Conference Series: Materials Science and Engineering (Vol. 434, No. 1, p. 012086). IOP Publishing. https://doi.org/10.1088/1757-899X/434/1/012086</p><p>Cavus, N., &amp; Uzunboylu, H. (2009). Improving critical thinking skills in mobile learning. Procedia-Social and Behavioral Sciences, 1(1), 434-438. https://doi.org/10.1016/j.sbspro.2009.01.078</p><p>Cohen, A., &amp; Ezra, O. (2018). Development of a contextualised MALL research framework based on L2 Chinese empirical study. Computer Assisted Language Learning, 31(7), 764-789. https://doi.org/10.1080/09588221.2018.1449756</p><p>Demir, K., &amp; Akpinar, E. (2018). The effect of mobile learning applications on students’ academic achievement and attitudes toward mobile learning. Malaysian Online Journal of Educational Technology, 6(2), 48-59. http://dx.doi.org/10.17220/mojet.2018.04.004</p><p>Denton, D. W., Baliram, N. S., &amp; Cole, L. (2021). Understanding why math and science teachers quit: Evidence of cognitive errors. International Journal of Education in Mathematics, Science and Technology, 9(2), 163-180. https://doi.org/10.46328/ijemst.1166</p><p>El-Sofany, H., &amp; El-Haggar, N. (2020). The effectiveness of using mobile learning techniques to improve learning outcomes in higher education. International Journal of Interactive Mobile Technologies, 14(8), 4-18. https://doi.org/10.3991/ijim.v14i08.13125</p><p>Eppler, M. J., &amp; Muenzenmayer, P. (2002). Measuring information quality in the web context: A survey of state-of-the-art instruments and an application methodology. In Proceedings of the Seventh International Conference on Information Quality (pp. 187-196). ICIQ. Retreived from http://citeseerx.ist.psu.edu/viewdoc/download?doi=10.1.1.477.4680&amp;rep=rep1&amp;type=pdf</p><p>Franklin, T. (2011). Mobile learning: At the tipping point. The Turkish Online Journal of Educational Technology, 10(4), 261-275.</p><p>Gong, Y., Rebello, N. S., Melloch, M. R., &amp; Brophy, S. P. (2016). Analytic framework for students’ cognitive mistakes in studying electromagnetic fields. In Analytic Framework for Students’ Cognitive Mistakes in Studying Electromagnetic Fields. 2016 ASEE Annual Conference &amp; Exposition (Paper ID #15594). American Society for Engineering Education. https://doi.org/10.18260/p.26240</p><p>Gorokhovsky, A. (2017). Fact-checking as a trend in journalistic investigations: opportunities and prospects. A practical reference guide. Almaty.</p><p>Greenhow, C., &amp; Askari, E. (2017). Learning and teaching with social network sites: A decade of research in K-12 related education. Education and Information Technologies, 22(2), 623-645. https://doi.org/10.1007/s10639-015-9446-9</p><p>Hernández-de-Menéndez, M., Vallejo Guevara, A., &amp; Morales-Menendez, R. (2019). Virtual reality laboratories: a review of experiences. International Journal on Interactive Design and Manufacturing, 13(3), 947-966. https://doi.org/10.1007/s12008-019-00558-7</p><p>Hitchcock, D. (2020). Critical Thinking. In The Stanford Encyclopedia of Philosophy. Stanford. Retreived from https://plato.stanford.edu/archives/fall2020/entries/critical-thinking/</p><p>Hough, A. (2015). Affect, critical thinking, and decision making. Thesis for Masters of Science - Psychological Science. Retreived from https://www.researchgate.net/publication/321774740_Affect_Critical_Thinking_and_Decision_Making</p><p>Ismail, I., Azizan, S. N., &amp; Gunasegaran, T. (2016). Mobile learning in Malaysian universities: are students ready? International Journal of Interactive Mobile Technologies, 10(3), 17-23. https://doi.org/10.3991/ijim.v10i3.5316</p><p>Kurniati, D., &amp; Annizar, A. (2017). The analysis of students’ cognitive problem solving skill in solving PISA standard-based test item. Advanced Science Letters, 23(2), 776-780. https://doi.org/10.1166/asl.2017.7466</p><p>Larsson, K. (2017). Understanding and teaching critical thinking—A new approach. International Journal of Educational Research, 84, 32-42. https://doi.org/10.1016/j.ijer.2017.05.004</p><p>López-García, X., Costa-Sánchez, C., &amp; Vizoso, Á. (2021). Journalistic fact-checking of information in pandemic: Stakeholders, hoaxes, and strategies to fight disinformation during the COVID-19 crisis in Spain. International Journal of Environmental Research and Public Health, 18(3), 1227. https://doi.org/10.3390/ijerph18031227</p><p>Maric, M., Heyne, D. A., van Widenfelt, B. M., &amp; Westenberg, P. M. (2011). Distorted cognitive processing in youth: The structure of negative cognitive errors and their associations with anxiety. Cognitive Therapy and Research, 35, 11-20. https://doi.org/10.1007/s10608-009-9285-3</p><p>Nussbaum, M., Barahona, C., Rodriguez, F., Guentulle, V., Lopez, F., Vazquez-Uscanga, E., &amp; Cabezas, V. (2021). Taking critical thinking, creativity and grit online. Educational Technology Research and Development, 69(1), 201-206. https://doi.org/10.1007/s11423-020-09867-1</p><p>Parsazadeh, N., Ali, R., &amp; Rezaei, M. (2018). A framework for cooperative and interactive mobile learning to improve online information evaluation skills. Computers &amp; Education, 120(2), 75-89. https://doi.org/10.1016/j.compedu.2018.01.010</p><p>Perry, A., &amp; Karpova, E. (2017). Efficacy of teaching creative thinking skills: A comparison of multiple creativity assessments. Thinking Skills and Creativity, 24, 118-126. https://doi.org/10.1016/j.tsc.2017.02.017</p><p>Rehna, T., Hanif, R., &amp; Aqeel, M. (2020). Moderating role of gender on the relationship between cognitive errors and anxiety among adolescents. Foundation University Journal of Psychology, 4(1), 86-102. https://doi.org/10.33897/fujp.v4i1.68</p><p>Rehna, T., Hanif, R., &amp; Tariq, S. (2012). Cognitive errors and anxiety: A comparison of depressed and non-depressed adolescents. European Journal of Social Sciences, 27(3), 309-318.</p><p>Salek Ebrahimi, L., Mousavi, S. E., Gharraee, B., Mohammadi Bytamar, J., &amp; Saberi Isfeedvajani, M. (2019). Cognitive errors and psychological resilience in patients with social anxiety and obsessive-compulsive disorder: A cross-sectional study. Hospital Practices and Research, 4(1), 25-30. https://doi.org/10.15171/hpr.2019.04</p><p>Sapukh, T. (2014). Development of critical thinking as a basis for student-centered education. Contemporary Social Research, 9(41), 202-216. https://doi.org/10.12731/2218-7405-2014-9-18</p><p>Singh, V., &amp; Thurman, A. (2019). How many ways can we define online learning? A systematic literature review of definitions of online learning (1988-2018). American Journal of Distance Education, 33(4), 289-306. https://doi.org/10.1080/08923647.2019.1663082</p><p>Sönmez, A., Göçmez, L., Uygun, D., &amp; Ataizi, M. (2018). A review of current studies of mobile learning. Journal of Educational Technology &amp; Online Learning, 1(1), 13-27. https://doi.org/10.31681/jetol.378241</p><p>Straková, Z., &amp; Cimermanová, I. (2018). Critical thinking development—A necessary step in higher education transformation towards sustainability. Sustainability, 10, 3366. https://doi.org/10.3390/su10103366</p><p>Studmed (2021). Tests with answers on Insurance. Moscow State University of Economics, Statistics, and Informatics. Retreived from https://www.studmed.ru/testy-s-otvetami-po-strahovanie-mesi_6eead98.html</p><p>VSEPU (2009). Development of students’ critical thinking skills in pedagogy classes. Nizhny Novgorod. Retreived from https://pandia.ru/text/77/28/94426.php</p><p>Wechsler, S. M., Saiz, C., Rivas, S. F., Vendramini, C. M. M., Almeida, L. S., Mundim, M. C., &amp; Franco, A. (2018). Creative and critical thinking: Independent or overlapping components? Thinking Skills and Creativity, 27, 114-122. https://doi.org/10.1016/j.tsc.2017.12.003</p><p>West, D. (2013). Mobile Learning: Transforming Education, Engaging Students, and Improving Outcomes. Center for Technology Innovation in Brookings. Retreived from http://www.scienceisaverb.com/Mobile%20Learning%20Transforming%20Education,%</p><p>Zhukotskaya, A., &amp; Chernenkaya, S. (2019). Critical thinking and its role in the formation of professional competencies of students of a pedagogical university. Philosophy of Education, 4, 67-81. https://doi.org/10.25688/2078-9238.2019.32.4.08</p>
			</sec></body>
  <back>
    <ack>
      <p>This work was supported by RFBR (Russian Foundation for Basic Research) grant 20-013-00884 “The system of cognitive barriers and the model of overcoming them in physics education using information technology”. This paper has been supported by the Kazan Federal University Strategic Academic Leadership Program.</p>
    </ack>
  </back>
</article>