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Calculus
Odd polynomial integration (
Posted on 2024-10-13
)
Let p(x) be a fifth degree polynomial with real coefficients such that p(x)+1 is divisible by (x-1)
3
and p(x)-1 is divisible by (x+1)
3
. Find the value of ∫p(x)dx from -10 to 10.
No Solution Yet
Submitted by
Danish Ahmed Khan
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re: Possible answer
| Comment 2 of 4 |
(In reply to
Possible answer
by Larry)
If p(x)=0 then p(x)+1 isn't divisible by (x-1)^3
I am having trouble with this one too, but I agree it appears p(x) may be have to be an odd polynomial.
Posted by
Jer
on 2024-10-13 12:55:48
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