∫(a~b) cos²x dx= (1/2)∫ (1 + cos2x) dx= (1/2)(x + 1/2 * sin2x) |(a~b)= (1/2)(b + 1/2 * sin2b) - (1/2)(a + 1/2 * sin2a)= (1/2)b + (1/2)sinbcosb - (1/2)a - (1/2)sinacosa= (1/2)(b - a) + (1/2)(sin...