Question Solved1 Answer Evaluate the indefiniteintegral given below using the indicated substitution.∫(4x3+x2)(3x4+x3)8dxu=3x4+x3Please help I have submitted twice and all been wrong. Evaluate the indefinite integral given below using the indicated substitution. | (4x2 + x>) (3x* +x2) * d u = 3x4 + x3 Provide your answer below: S(4x3 + x2) ( 3x4 + x3) dx = F

NUODK6 The Asker · Calculus

Evaluate the indefinite integral given below using the indicated substitution. ∫(4x3+x2)(3x4+x3)8dxu=3x4+x3

Please help I have submitted twice and all been wrong.

Transcribed Image Text: Evaluate the indefinite integral given below using the indicated substitution. | (4x2 + x>) (3x* +x2) * d u = 3x4 + x3 Provide your answer below: S(4x3 + x2) ( 3x4 + x3) dx = F
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Transcribed Image Text: Evaluate the indefinite integral given below using the indicated substitution. | (4x2 + x>) (3x* +x2) * d u = 3x4 + x3 Provide your answer below: S(4x3 + x2) ( 3x4 + x3) dx = F
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Here the given indefinite integral is{:[int(4x^(3)+x^(2))(3x^(4)+x^(3))^(8)dx],[" let "3x^(4)+x^(3)=4],[=(1)/(3)intu^(8)dx],[=>(12x^(3)+3x^(2))dx=du],[=(1)/(3)*(u^(9))/(9)+c ... See the full answer