Forgot password? New user? Sign up
Existing user? Log in
∫0π/2(sinx+acosx)3 dx−4aπ−2∫0π/2xcosx dx=2\large \int^{\pi /2}_0 (\sin{x}+a\cos{x})^3\,dx - \dfrac{4a}{\pi-2} \int^{\pi /2 }_0 x\cos{x} \,dx = 2 ∫0π/2(sinx+acosx)3dx−π−24a∫0π/2xcosxdx=2
If a1,a2 a_1, a_2a1,a2 and a3 a_3 a3 are the three values of aaa which satisfy the equation above, then find the value of 1000(a12+a22+a32) 1000 \left(a^2_1+a^2_2+a^2_3\right) 1000(a12+a22+a32).
Problem Loading...
Note Loading...
Set Loading...