Question

What is the simplified form of left parenthesis 16 x to the power of eight end power y to the power of four end power right parenthesis to the power of start fraction three over four end fraction end power question mark 4x6y3 8x6y3 two x to the power of start fraction 11 over four end fraction end power y to the power of start fraction seven over four end fraction end power 8x6y4

Answer 1

`16x^6y^3`

Explanation:

Given the expression,
`(16x^8y^4)^(3/4)\\\\`, we are to simplify the expression

`(16x^8y^4)^(3/4)\\\\= 16x^(8*3/4)y^(4*3/4)\\\\= 16x^(24/4)y^(12/4)\\\\= 16x^6y^3`

Hence the simplified form of the expression is
`16x^6y^3`