1. Adams, D. M. & Clark, D. B. (2014). Integrating self-explanation functionality into a complex game environment: Keeping gaming in motion. Computers & Education, 73, 149–159.
2. Bielaczyc K., Pirolli P. and Brown A.L. (1995). Training in SelfExplanation and Selfregulation Strategies: Investigating the Effects of Knowledge Acquisition Activities on Problem Solving. Cognition and Instruction. 13(2): 221-252.
3. Chi, M.T.H. (2000). Self-explaining: The Dual Processes of Generating Inference and Repairing Mental Models. Advances in Instructional Psychology: Educational Design and Cognitive Science. 5: 161-238
4. Chi M.T.H., de Leeuw N., Chiu M.H. and LaVancher C. (1994). Eliciting self-Explanations Improves Understanding. Cognitive Science. 18: 439-477.
5. Chi, T.Y., Olfman, L. & Berger, D.E. (2017). Computer Skill Acquisition : The Effects of Computer –aided Self Explanation on Knowledge Retention and Transfer. Proceedings of the 50th Hawaii International Conference on System Sciences.
6. Chi M.T.H., Bassok M., Lewis M.W., Reimann P. and Glaser R. (1989). Self-explanations: How Students Study and Use Examples in Learning to Solve Problems. Cognitive Science. 13: 145- 182.
7. Chin C. and Teou L. (2009). Using Concept Cartoons in Formative Assessment: Scaffolding Students’ Argumentation. International Journal of Science Education. 31(10): 1307-1332.
8. Clark R.C. (2008). Building Expertise: Cognitive Methods for Training and Performance Improvement (3rd ed). San Francisco: Pfeiffer.
9. Durkin K. (2011). The Self-Explanation Effect When Learning Mathematics: A Meta-Analysis. Paper presented at the Society for Research on Educational Effectiveness Conferences, Washington.
10. Emily Sharp, MS. & Dennis, M.S. (2017). Model Drawing Strategy for Fraction Word Problem Solving of Fourth-Grade Students With Learning Disabilities. SAGE journals, 38 (3), 181-192.
11. Forgues, H.L., Tian, J. and Siegler, R.S. (2015). Why is learning fraction and decimal arithmetic so difficult?.ELSEVIER, 38, 201-221.
12. Gabriel F, Coché F, Szucs D, Carette V, Rey B, Content A. A componential view of children’s difficulties in learning fractions. Frontiers in Psychology. 2013;4 doi: 10.3389/fpsyg.2013.00715[PMC free article][PubMed]
13. Johnson, B.R., Loehr, A.M. & Durkin, K. (2017). Promoting selfexplanation to improve mathematics learning: A meta-analysis and instructional design principles. ZDM Mathematics Education, 49, 599-611.
14. Keogh B. and Naylor S. (1999). Concept Cartoons, Teaching and Learning in Science: An evaluation. International Journal of Science Education. 21(4): 431-446.
15. Keogh B. and Naylor S. (2000). Teaching and Learning in Science Using Concept Cartoons : Why Dennis Wants to Stay in at Playtime. Australian Primary & Junior Science Journal. 16(3): 10-14.
16. Killingsworth, S.S. & Clark, D.B. (2015). Self-Explanation and Explanatory Feedback in Games: Individual Differences, Gameplay, and Learning. International Journal of Education in Mathematics, Science and Technology, 3(3), 162-186.
17. Lijia Lin, Atkinson R. K., Savenye W. C. & Nelson B. C. (2014). Effects of visual cues and self- explanation prompts: empirical evidence in a multimedia environment, Interactive LearningEnvironments.http://dx.doi.org/10.1080/10494820.2014.924531
18. Long S. and Marson K. (2003). Concept Cartoons. Hands on Science. 19(3).
19. Mayer R. E., Dow G.T. and Mayer S. (2003). Multimedia Learning in an Interactive Self- Explaining Environment: What Works in the Design of Agent-Based Microworlds? Journal of Educational Psychology. 95(4): 806-812.
20. MdSalleh S. &Napiah S.R. (2010). Pembangunan PerisianPembelajaranBerbantukanKomputer (PBK) UntukTopikPecahanTingkatanSatuMenggunakanPendekatanMasteri. Skudai: UniversitiTeknologiMalaysia.
21. Muhammad N. (2009). KajianPenilaiandanPenggunaan CD ROM PendidikanSainsdanMatematikBagiSekolahMenengahKebangsaan. Master Thesis. Johor. UniversitiTeknologi Malaysia.
22. Nokes T.J., Hausmann R.G.M. and VanLehn K. (2011). Testing the Instructional Fit Hypothesis: The Case of Self-Explanation Prompts. Instruction Science. 39: 645-666.
23. O’Neil et. al. (2014). Adding self-explanation prompts to an educational computer game. Computers in Human Behavior 30 (2014) 23–28
24. Rittle-Johnson B. (2006). Promoting Transfer: Effects of SelfExplanation and Direct Instruction. Child Development. 77(1):1-15.
25. Rittle-Johnson, B &Loehr, A.M. (2016). Eliciting explanations: Constraints on when self- explanation aids learning. Psychonomic Bulletin & Review, 24 (5), 1501-1510.
26. Roy M., and Chi M. T. H. (2005). The Self-Explanation Principle in Multimedia Learning. In R.E. Mayer (Ed.). Cambridge Handbook of Multimedia Learning (pp. 413-432). New York: Cambridge University Press.
27. Sern Lai C., Spottl G. &Straka G.A. (2011). Learning With Workedout Problems in Manufacturing Technology: The Effects of Instructional Explanations and Self-Explanation Prompts on Acquired Knowledge Acquisition, Near and Far Transfer Performance. Bremen, Institute Technique and Building.
28. Sexton M., Gervasoni A. and Brandenburg R. (2009). Using a Concept Cartoon to Gain Insight Into Children’s Calculation Strategies. Australian Primary Mathematics Classroom. 14(4): 24- 28.
29. Song Y., Heo M., Krumenaker L. and Tippins D. (2008). Cartoons-An Alternative Learning Assessment. Science Scope. 31(5): 16-21.
30. Tian, J. &Siegler, R.S., (2016). Fractions Learning in Children With Mathematics Difficulties.Journal of Learning Disabilities, 1-7.
31. Wan Fatimah W.A. &NurulHidayah A.L. (2010). Development of a Mathematics Courseware: Fractions. Perak: UniversitiTeknologi PETRONAS.
32. Wong R.M.F., Lawson M.J. and Keeves J. (2002). The Effects of SelfExplanation Training on Students' Problem Solving in High-School Mathematics. Learning and Instruction. 12(2): 233- 262