It is possible. Select the second largest number like 9898, which doesn’t meet supercell rules, and the second smallest number like 1221 that meets the criteria such as symmetry.
Class 6 Mathematics Ganita Prakash Number Play
Class 6 Mathematics Chapter 3 Number Play question answer
Yes, achieving this is feasible by carefully choosing numbers. For instance, the second largest number, 9898, could lack divisibility or symmetry, disqualifying it as a supercell. Meanwhile, the second smallest number, 1221, with its palindromic property, qualifies as a supercell. This demonstrates the flexibility of supercell criteria and the interplay of properties in creating diverse mathematical arrangements.
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