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zhuklara [117]
3 years ago
8

Find the quotient 2a3+2a2-34a-34/a+1 the number next to the variable are exponets

Mathematics
1 answer:
navik [9.2K]3 years ago
8 0
\frac{2a^3+2a^2-34a-34}{a+1}=  \frac{2a^2(a+1)-34(a+1)}{a+1}= \frac{(a+1)(2a^2-34)}{(a+1)}= 2a^2-34
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Discussion

This problem can't be done the way it is written. The product of an odd integer with another odd integer is and odd integer. There are no exceptions to this. So you need to give a number that has two factors very near it's square root for this question to work.

For example, you could use 783, (which factors) instead of 782 .

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<u>Solution One</u>

n - 27 = 0

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The two odd consecutive integers are 27 and 29.

<u>Solution Two</u>

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