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Let d/dxF(x) = (e^sinx/x), x > 0. if ∫3/xe^sinx^3dx for x [1, 4] = F (k) – F(1), then k is divisible by

+1 vote

asked Sep 6, 2018 in JEE by kratos

Let d/dxF(x) = (esinx/x), x > 0. if ∫3/xesinx3dx for x [1, 4] = F (k) – F(1), then k is divisible by

(A) 15

(B) 16

(C) 32

(D) 64

definite integration
class-12
jee mains
methods of integration
integrals
jee
bseb model set

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1 Answer

+2 votes

answered Jul 15, 2020 by kratos

Best answer

Correct option (B) (C) (D)

Explanation:

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