The possible number of supercells depends on the criteria and the number of table cells. For instance, a 4-cell table might yield 2 supercells, whereas 9 cells could result in more supercells.
class 6 Mathematics Textbook Chapter 3 question answer
class 6 Mathematics Chapter 3 Number Play solutions
The count of supercells varies based on the number of table cells and applied conditions. For a 4-cell table, 2 numbers might qualify if rules like symmetry or divisibility are stringent. In a 9-cell table, relaxed conditions could allow up to 5 supercells. Experimenting with different criteria enables exploration of numerical properties and logical deduction strategies, highlighting the mathematical structure and connections between numbers.
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