find the smallest number by which each of the given numbers must be multiplied so that the product ia a perfect square 1575
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Find the smallest number by...
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Find the smallest number by which 1575 must be divided so that the quotient becomes a perfect square.
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Given number is 1575 first we write it as the product of prime factors
3 15753 5255 1755 35 7 7 1∴ 1575=3×3×5×5×7
Clearly 7 has no pair so if we divide it by 7 then quotient become a perfect square
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Answer:
Given number is 1575 first we write it as the product of prime factors
3 1575
3 525
5 175
5 35
7 7
1
∴ 1575=
3×3
×
5×5
×7
Clearly 7 has no pair so if we divide it by 7 then quotient become a perfect squar
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