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| Solution |
Finding the number of squares in a 8x8 square chessboard is an
interesting example of one's attitude towards Math or solving problems in
general. The thought process isn't difficult, nor does it require hard core
Math skills. The puzzle is about digging deeper and not giving up. It's
easy to conclude there are 64 squares in total without thinking much and going
beyond the superficial level. In other words, success in life is generally achieved
by getting out of one's comfort zone and embracing the challenge.
Another important aspect of solving puzzles like this is
thinking mathematically and looking for patterns. Students that like solving problems, and are used to
thinking mathematically would take it as a challenge and use all their tools to
solve it. However, students that don't like solving problems would need to get
comfortable with mathematical thinking, and we, as educators, can help them achieve the comfort!
I love your comments on this, Iqra! It is exactly what this is about, and such an important part of thinking mathematically: taking on the challenge, moving out of one's comfort zone, and thinking beyond the quick and superficial answer. Now I would also like to see how you went about solving this puzzle -- could you please add a paragraph on this as well?
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