Question

What is the simplified form of the fourth root of x squared times the fourth root of x squared?

Answer 1

so, to do this, you would multiply inside the radicals. The answer would be the fourth root of x^4, or x. 

Answer 2

simplified form of the expression is x

Explanation:

As per statement of the question the expression is

`(4\sqrt{x^(2)})` ×
`(4\sqrt{x^(2) })`

we can rewrite the expression as
`(x^(2))^{(1)/(4) } (x^(2))^{(1)/(4) }`

`(x^(2))^{(1)/(4)}(x^(2))^{(1)/(4)} =(x^(2))^{((1)/(4)+(1)/(4))}` [since
`(x^(a) )(x^(b)) =x^(a+b)` ]

`=(x^(2) )^{(2)/(4) }`

`=(x^(2) )^{(1)/(2) }` [Since
`(a^(b))^(c) =a^((b)(c))` ]

= x