How do you simplify $root5(63^3)$ ?

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Answer 1 · 2016-07-17T07:31:10

$root(5)63^3=3root(5)1029$

Or, in factor form: $3root(5)(3xx7^3$ )

$root(5)(63^3)$

= $root(5)((3×3×7)^3)$

= $root(5)(3×3×3×3×3×3×7×7×7)$

= $root(5)(ul(3×3×3×3×3)×3×7×7×7)$

= $3root(5)(3×7×7×7)$

= $3root(5)1029$

How do you simplify root5(63^3)root5(63^3)?