If \int ϕ(x) d x=\\Psi(x) then \int(\ϕo h)(x) h(x) h'(x) d x=

Correct Answer is : (Ψoh)(x)ϕ′(x)−∫(Ψoh)(x)h′(x)dx +c

(\ϕ o h)(x) \ϕ'(x)-\int(\ϕ o h)(x) h'(x) d x +c

(\\Psi o h)(x) \ϕ'(x)-\int(\\Psi o h)(x) h'(x) d x +c

(\\Psi o h)(x) \ϕ (x)-\int(\\Psi o h)(x) \ϕ'(x) d x +c

(\\Psi o \ϕ )(x) h(x)-\int(\\Psi o \ϕ )(x) h'(x) d x +c

TS EAMCET 4 May 2018 Shift 2 Solved Paper

Section: Mathematics

Question : 71 of 160

Marks: +1, -0

If ∫ϕ(x)dx=Ψ(x) then ∫(ϕoh)(x)h(x)h′(x)dx=

Go to Question:

Prev Question

Next Question