Perfect Cube

$9,261$ is a perfect cube.

Find the smallest number by which the following should be divided to get the quotient as a perfect cube.

$8788$

Find the smallest number by which the following should be divided to get the quotient as a perfect cube.

$3,31,776$

Find the smallest number by which the following should be divided to get the quotient as a perfect cube.

$3,26,592$

Find the smallest number by which the following should be divided to get the quotient as a perfect cube.

$3,97,535$

Find the smallest numbers by which $69120$ must be divided to make them perfect cube.

Find the smallest numbers by which $77760$ must be divided to make them perfect cube.

Find the smallest numbers by which $27,648$ must be divided to make them perfect cube.

Find the smallest number by which $8232$ must be multiplied to make them perfect cube.

Find the smallest number by which $10976$ must be multiplied to make them perfect cube.

Find the smallest number by which $4116$ must be multiplied to make them perfect cube.

Find the smallest number by which $3456$ must be multiplied to make them perfect cube.

Find the smallest number by which $36000$ must be multiplied to make them perfect cube.

Find the smallest number by which the following should be divided to get the quotient as a perfect cube.

$9826$

Find the smallest number by which the following should be divided to get the quotient as a perfect cube.

$1,536$

Find the smallest number by which the following numbers must be multiplied so that the products are perfect cubes.
$101306$

Find the smallest number by which the following numbers must be multiplied so that the products are perfect cubes.
$3125$

Find the smallest number by which the following numbers must be multiplied so that the products are perfect cubes.
$12,348$

Find the smallest number by which the following numbers must be multiplied so that the products are perfect cubes.
$27783$

Find the smallest number by which the following numbers must be multiplied so that the products are perfect cubes.
$1323$