Question 1093308: Please help me to simplify the following in steps. Pretty please.
(3u^5v^4)^5(2u^4v^5)^-3
Answer by Boreal(15235)   (Show Source):
You can put this solution on YOUR website! (3u^5v^4)^5(2u^4v^5)^-3
=(3u^5v^4)^5/(2u^4v^5)^3, by moving it to the denominator.
Raise each term in the numerator to the 5th power
243u^25*v^20/8u^12*v^15
can't reduce 243/8
u^25/u^12 is u^13, change the sign of the exponent when it crosses the fraction.
v^20/v^15=v^5, same thing
the result is (243u^13*v^5)/8
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