SOLUTION: (6x)^-1/ (3x^2)^-2
answer: 3x^3/2
anyone knows why the answer is 3x^3/2 showing definitions and rules for exponents i got as far as (3x^2)^2/ (6x) negative to positiv
Algebra ->
Polynomials-and-rational-expressions
-> SOLUTION: (6x)^-1/ (3x^2)^-2
answer: 3x^3/2
anyone knows why the answer is 3x^3/2 showing definitions and rules for exponents i got as far as (3x^2)^2/ (6x) negative to positiv
Log On
anyone knows why the answer is 3x^3/2 showing definitions and rules for exponents i got as far as (3x^2)^2/ (6x) negative to positive rules then i got stuck can anyone help Answer by stanbon(75887) (Show Source):
You can put this solution on YOUR website! (6x)^-1/ (3x^2)^-2
-----------
Apply the negative in the exponents to get:
(3x^2)^2/(6x)
--------
Then:
=(9x^4)/(6x)
--------
Then:
= (3x^3)/2
==================
Cheers,
Stan H.
(