Yes, it’s possible to fill the table without repeating numbers and avoiding supercells. This is achievable by ensuring numbers don’t follow the chosen mathematical patterns like symmetry or divisibility, breaking the criteria.
class 6 Mathematics Textbook Chapter 3 question answer
class 6 Mathematics Chapter 3 Number Play solutions
Filling a table without repeating numbers while avoiding supercells is achievable by deliberately selecting numbers that don’t satisfy the supercell criteria. For instance, choosing random numbers like 1023 or 4739 that lack symmetry, divisibility properties, or patterns ensures no supercells. This approach challenges the understanding of supercell formation and emphasizes the importance of defined criteria, offering a deeper insight into number selection.
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