PLEASE HELPP
what is the simplest form of

ANSWERS

2016-09-19 05:33:12

First, turn 324 into an equivalent form with an exponent: 324=3^5 You can rewrite the radical with fractional exponents, like this: (3^5*x^6*y^8)^1/4 Then, distribute this exponent to each of the terms. (3^5/4*x^6/4*y^8/4) Some of these exponents are greater than 1, so we can rewrite in equivalent form: 3^5/4=3*3^1/4 x^6/4=x*x^2/4 y^8/4=y^2 Now, we have: (3*3^1/4*x*x^2/4*y^2) Now, we can group our terms with fractional exponents and those without fractional exponents: (3xy^2)(3^1/4*x^2/4) Finally, we will convert our fractional exponents back into radical form: (3xy^2)*fourth root(3x^2)

ADD ANSWER