Solving a mathematical problem in different ways: A case of calculating the distance from a point to a plane
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#different ways #distance from a point to a plane #geometrical problem #mathematics education #problem solvingTài liệu tham khảo
<p>Bingolbali, E., 2011. Multiple solutions to problems in Mathematics teaching: Do teachers really value them?. Australian Journal of Teacher Education, 36(1): 18-31.</p>
<p>Loc, N. P., Tong, D. H., 2016. Problem-solving capacity of students: A study of solving problems in different ways. The International Journal of Engineering and Science (IJES), 5(9): 60-63.</p>
<p>Loc, N. P., Tong, D. H., Vu, H. H. D., 2016. Different solutions to a mathematical problem: A case study of calculus 12. The International Journal of Engineering and Science (IJES), 5(8): 40-44.</p>
<p>Polya, G., 1973. How to solve it: A new aspect of mathematical method. Princeton, N. J.: Princeton University Press. Prakitipong. 253 pages.</p>
<p>Thuc, Pham Dinh., 2009. Methods of Teaching Mathematics in Primary Schools, Vietnam Education Publishing House, 240 pages (in Vietnamese).</p>
<p>Tran Van Hao, 2015a. Geometry 11. Vietnam Education Publishing House, 137 pages (in Vietnamese).</p>
<p>Tran Van Hao, 2015b. Geometry 12. Vietnam Education Publishing House, 112 pages (in Vietnamese).</p>