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Earn +20 ptsQ: What is the answer to v2 plus 3v plus 9vq plus 27q?
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What is 3v plus 15v - 11v2 - 14v plus 5v2 plus 8v3 - 4v3?
Assuming that the numbers immediately succeeding each "v" in the expression are intended to be exponents, in this type of problem only the coefficients of those terms with the same exponents can be added. Therefore in the sum, the coefficient of "v" will be (3 + 15 - 14) = 4; the coefficient of "v2" will be (-11 + 5) = -6; and the coefficient of "v3" will be (8 - 4) = 4. The final answer is therefore 4 v3 - 6 v2 + 4 v.
How do you factor vfcube plus 8v?
If that's v3 + 8v, the answer is v(v2 + 8)
What is t plus v squared?
All that can be said, based on the available information is: t + v2
How do you factor you-v2-you v2?
You don't. You solve it. u - v^2 - u + v^2 = 0
How do you solve v2 - 25?
-23
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