If \int f(x) \dx=\Psi(x), then \int x^5 f (x^3) \dx=

Correct Answer is : 13[x3Ψ(x3)]−∫x2Ψ(x3)dx

\frac{1}{3} [x^3 \Psi (x^3) ] -\int x^2 \Psi (x^3) \dx

\frac{1}{3} [x^3 \Psi (x^3) ] +\int x^2 \Psi (x^3) \dx

-\frac{1}{3} [x^3 \Psi (x^3) ] -\int x^3 \Psi (x^3) \dx

-\frac{1}{3} [x^3 \Psi (x^3) ] +\int x^3 \Psi (x^3) \dx

AP EAPCET 17th May 2023 Shift 1 Solved Paper

Section: Mathematics

Question : 71 of 160

Marks: +1, -0

If ∫f(x)‌dx=Ψ(x), then ∫x5f(x3)‌dx=

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