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Question 3 - Supercells - Chapter 3 Class 6 - Number Play (Ganita Prakash)
Last updated at June 17, 2025 by Teachoo
Class 6 (Ganit Prakash)
Chapter 3 Class 6 - Number Play (Ganita Prakash)
- Numbers can Tell us Things, Supercells,
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Supercells
- Supercells in a grid (Page 58)
- Patterns of Numbers on the Number Line, Playing with Digits
- Playing with Digits
- Pretty Palindromic Patterns
- The Magic Number of Kaprekar
- Clock and Calendar Numbers
- Figure it out - Page 64, 65
- Mental Math
- Playing with Number Patterns, and Collatz Conjecture!
- Simple Estimation
- Estimate the answer - Page 70, 71
- Games and Winning Strategies
- Figure it out - Page 72, 73
Transcript
Question 3 Fill the table below such that we get as many supercells as possible. Use numbers between 100 and 1000 without repetitions.Before filling, let’s see how many super cells are possible Now, Both edge cells could be super cell – i.e. Cell 1 and 9 Since 1 and 9 are super cell, Cell 2 and Cell 8 cannot be supercell Cell 3 can be a supercell Then, Cell 4 cannot be. But, Cell 5 can be a supercell Now, Cell 6 cannot be. But Cell 7 can be a supercell Now, filling For filling, we need to use numbers between 100 and 1000 without repetitions. Now, Cell 1 can be 101, and Cell 2 can be 100 Since Cell 3 is supercell, Cell 3 > 100, and Cell 3 > Cell 4 Let’s assume Cell 3 = 110 Similarly, we can fill Cells 5 to 9 Thus, our answer is
