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Simplify and rewrite each expression
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(5a^3)(-3a^-4)
There aren’t any
\[\left( 5a ^{3} \right)\left( -3a ^{-4} \right)\]
It’s the same thing XD
Kinda
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I was wrong. You wouldn't use FOIL or distributive. Just give me one second to write it out.
\[(5a ^{3})(-3a ^{-4}) = (5a ^{3})(\frac{ -3 }{a ^{4} })\]
What do you think you would do next?
By the way, the exponent rules goes like this. \[x ^{-n} = \frac{ 1 }{x ^{n} }\]
@EndersWorld Do you know what you would do next in the problem?
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\[(5a ^{3})(\frac{ -3 }{a ^{4} }) = \frac{ -15a ^{3} }{ a ^{4}}\]
\[\frac{ -15a ^{3} }{ a ^{4}} =\frac{ -15 }{a }\]
Let me know if you have any further questions.
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