Question

Rewrite the rational exponent as a radical expression.

Answer 1

\({a^b}^c=a^{b*c}\)

Answer 2

im sorry could u walk me through the steps?

Answer 3

for example \(\large {5^3}^2=5^{3*2}=5^6\)

Answer 4

Oh ok. so which numbers from the whole equation do i use

Answer 5

apply the property of exponents. a power raised to another power => m ultiply the exponents

a^m^n=a^m*n)

Answer 6

k so 3 x 2 is 6, would that be 3 to the 6th power

Answer 7

I'm asking you to apply the logic I've applied here to your problem

Answer 8

yea so a^mn is basically a^ m * n.
im sorry my lesson was quite useless

Answer 9

yeah, that's the property of exponents being used here

Answer 10

oh ok so how do i find the radical expression

Answer 11

fractional exponents can be rewritten as radicals