The Integral (x+3)sin x / 1+3cos^2 x dx from 0 to pi is equal to:

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sin²(x) + 3sin(x) - 3 = (cos(2x) + 1)^2 for x=0 to x=π/2. Find x. Solve trigonometry equation. sin²(x) + 3sin(x) - 3 = (cos(2x) + 1)^2 for x=0 to x=π/2. Find x. Solve trigonometry equation.
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