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Use partial fractions to evaluate the Integral: ∫ dt/t^(3) + t^(2) - 2t How do I do this when the polynomial in the denominator is a third degree?
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Use partial fractions to evaluate the Integral:

∫ dt/
t^(3) + t^(2) - 2t

How do I do this when the polynomial in the denominator is a third degree?

User Roy Van Rijn
by
8.7k points

1 Answer

1 vote
1/4t^4+1/4t^3-t^2+c
Because you’re looking for the inside of riveted you were adding one to the exponents!!
(WORK SHOWN BELOW)
Use partial fractions to evaluate the Integral: ∫ dt/t^(3) + t^(2) - 2t How do I do-example-1
User Fang Liu
by
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