Find the cube roots of the numbers `(i)3048625=3375 xx 729`
`(ii)20346417=9261xx2197`
`(iii)210644875=42875 xx 4913`
`(iv)57066625=166375 xx 343`

Explanation

`(i)3048625=3375 xx 729`

Taking cube root of the whole, we get,

`=>root(3)3048625=root(3)(3375 xx 729)`

`=>root(3)3375 xx root(3)729`

by prime factorisation, we get

`=>3xx5xx9`

`=>15xx9`

`=>135`

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