**True or false**:

There do not exist two subsets of a set of 9 consecutive natural numbers such that the product of the elements of the two subsets are equal.

**True or false**:

There do not exist two subsets of a set of 9 consecutive natural numbers such that the product of the elements of the two subsets are equal.

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TopNewestLet the set be\(({1,2,3,4,5,6,7,8,9)}\).This set has the subsets \({(1,6)}\)and \((2,3)\).Both these subsets have product of their respective elements equal to \(6\).So,the statement is false. – Indraneel Mukhopadhyaya · 1 year, 4 months ago

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