divide 88209 by the smallest number so that quotient is a perfect cube.Also find the cube root of the quotient so obtained.
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Answered by
24
Prime factorization of 88209 = 11^2 * 3^6
Smallest number = 11^2 = 121
The Quotient = 88209/121
= 729
Cube root of the Quotient 729 = 9.
Hope this helps!
Smallest number = 11^2 = 121
The Quotient = 88209/121
= 729
Cube root of the Quotient 729 = 9.
Hope this helps!
Answered by
4
Step-by-step explanation:
given number is 88209
after prime factorization is equal to 3*3*3*3*3*3*
11 * 11
since 11*11 is left after grouping in triplets to make it perfect cube 8820 /11 /11 = 729 which is a perfect cube
then the question is 729
and its cube root is 9
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