Question

find the smallest number by which 15379 must be divided so that the quotient is a perfect cube ?

Answer 1

hello,
for the no. by which 15379 be divided to make it a perfect cube
do the factorization of 15379 and put cube root
∛15379
15379=7×13×13×13
if we divide 15379 by 7 we will get 2197 which is a perfect cube of 13
hence,7 should be divided from 15379 to get a perfect cube
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Answer 2

hello,

for the no. by which 15379 be divided to make it a perfect cube

do the factorization of 15379 and put cube root

∛15379

15379=7×13×13×13

if we divide 15379 by 7 we will get 2197 which is a perfect cube of 13

hence,7 should be divided from 15379 to get a perfect cube

hope this helps,if u like it please mark it as Brainliest