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Look at this expression. a3b3c a-3b-3c-1 Which of the following is the simplest form of the expression above?
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a-3b-3c-1 and a3b3c are two different expressions ?
A. -1 B. 1 C. a-6 b-6c-2 D. a6 b 6c2
I am not totally Sure on How to do this problem. Are you suppose to add The A To the A and B to the B And C to The C ?
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Is it a fraction?
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a3 b3 c --------- a-3 b-3 c-1 That is how the problem is written
It looks fine now..
ok now I understand a^-1=1/a^3 It will be similiar to b and c in denomiator
\[\large \frac{a^3 \cdot b^3 \cdot c}{a^{-3} \cdot b^{-3} \cdot c^{-1}}\]
\[\frac{x^a}{x^b} = x^{a - b}\]
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so you are left with |dw:1364617588377:dw|
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