The count of supercells depends on the criteria followed. For example, if three numbers meet divisibility rules or symmetry, three supercells exist. The precise count varies by selected table numbers.
Class 6 NCERT Ganita Prakash Chapter 3 Number Play
class 6 Mathematics Textbook Chapter 3 question answer
The number of supercells in a 9-number table depends on the properties chosen for classification. If criteria like divisibility by prime numbers or palindromic digits are applied, a possible 3 or 4 supercells might emerge. For instance, numbers like 6828, 5346, and 2520 qualify due to their symmetry or mathematical properties. Accurately identifying supercells encourages students to analyze relationships among numbers and strengthens number theory skills.
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