find the smallest number by which 59400 must be multiplied to make the

1.	find the smallest number by which 59400 must be multiplied to make the product of a cube. also find the cube root of the product
Answer» $3 \sqrt{59400}$ by PRIME factorisation METHOD prime factors 59400=(2×2×2)(3×3×3)(5×5)(11) as 5×5×11 don't from tripletsb then we can multiple by 5×11×11=605 is the smallest no. to be multiplied by 59400 to get PERFECT CUBE

find the smallest number by which 59400 must be multiplied to make the product of a cube. also find the cube root of the product

Answer»

$3 \sqrt{59400}$

by PRIME factorisation METHOD prime factors

59400=(2×2×2)(3×3×3)(5×5)(11)

as 5×5×11 don't from tripletsb

then we can multiple by

5×11×11=605 is the smallest no. to be multiplied by 59400

to get PERFECT CUBE

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find the smallest number by which 59400 must be multiplied to make the product of a cube. also find the cube root of the product

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