Trigonometric EquationHard
Question
[(x + π)3 + cos2(x + 3π)]dx is equal toOptions
A.

B.

C.

D.

Solution
I =
[(x + π)3 + cos2(x + 3π)]dx
Put x + π = tI =
[t3 + cos2 t]dt = 2
cos2t dt
=
(1 + cos 2t)dt =
+ 0
[(x + π)3 + cos2(x + 3π)]dxPut x + π = tI =
[t3 + cos2 t]dt = 2
cos2t dt=
(1 + cos 2t)dt =
+ 0Create a free account to view solution
View Solution FreeMore Trigonometric Equation Questions
The most general values of θ, satisfying the two equations, cos θ = - , tan θ = 1 is-...For x ∈ (0, π) the equation sinx + 2sin2x - sin3x = 3 has...If sin x + sin2 x = 1, then cos12x + 3cos10 x + 3cos8x + cos6x - 2 is equals to -...cot θ = sin 2θ (where θ ≠ nπ, n is an integer ) then θ =...If θ is an acute angle such that tan2θ = , then the value of is -...