Math, asked by palyuval22, 2 months ago

Find the least number which is multiplied by 882 so that the product may be perfect square please solve

Answers

Answered by Formula1fan

0

Given no = 882

Expressing into prime factors, we have 882 = 2×21×21.

Since 2 left unpaired, so to make 892 a perfect sq it should be multiplied by 2

Now 882 ×2 = 1764 which is a perfect sq.

Hence the sq root of the quotient is 42.

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