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what is the simplified form of each expression? 7x^-8*6x^3 a. 42/x^5 b. 1/42x^5 c. 42x^11 d. 13x^-5
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@Anaise
@whpalmer4
\[7x^{-8}*6x^3 = \] remember that we multiply the numbers/coefficients, and we add the exponents of the matching variables: \[3b^2*4c^5 = (3*4)b^{2+5} = 12b^7\]
ok
Now the other thing you need to remember is that \[x^{-n} = \frac{1}{x^n}\]
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alright so am i supposed to plug in some numbers?
\[7x^{-5}*6x^3\]what is \(7*6\)? what is \(x^{-5}*x^3\)?
is it 42/x^5?
@whpalmer4
it is indeed!
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yay! do you have time for 2 more?
\[7x^{-8}*6x^3 = 7*6*x^{-8}*x^3 = 42*x^{-8+3} = 42x^{-5} = \frac{42}{x^5}\]
Post them as new questions, I have to go but others will help if I cannot...
aww alright
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