Question

how will you simplify the radical of the square root 64

Answer 1

the radical of the square root of 64 would be written like √√64 (radical and square root mean the same thing)
the first radical would reduce √64 to 8, so it's now √8
but 8 is not a perfect square, so you need to find a factor of 8 which is a perfect square
for example, 4.
so you'd write it like √4*2
now you can simplify that to 2√2, which would be your answer

Answer 2

im sorry its 20

Answer 3

Then you asked the wrong question, perhaps you could be more precise with what you're trying to understand?

Answer 4

how do you simplify the radical of the square root 20

Answer 5

The radical of the square root of 20? You mean
\[ \sqrt{\sqrt{20}} \] ?

Answer 6

yes

Answer 7

Just do what was said above. Factor out the only perfect square in 20:
\[ \sqrt{ \sqrt{4\cdot 5}} = \sqrt{2\sqrt{5}} \]

Answer 8

kay so will that be the answer