Simplify the expression (x^4)^3/5
since the expression is raised to a power...you would multiply these exponents.. x^4 times ^3/5 what is 4 times 3/5?
\[\frac{ 1 }{4^{-4} }\]
12/5?
12/5 is correct so you have x^12/5
What about the one I 'drew'?
oh...didn't even see that lol well okay...this will be a complex fraction so how do we write 4^-4? ...you would write 1/4^4 right? so we'll all together have \[\frac{ 1 }{ \frac{1}{ 4^4 } }\] how do we solve this? we "FLIP" the bottom fraction...and change the whole thing to multiplication so it would be 1 over 4^4 over 1 which would become 1 times 4^4 over 1 so what is 1 times 4^4?
256
right....and 256/1....yeah 256 lol...that's what your answer would be
Oh, okay. Thanks a lot, man.
no prob bud!
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