AP

MATHEMATICS · Single correct · AP · Calculus BC · Integration and Accumulation of Change · Integration and Accumulation of Change

Problem

Evaluate ∫(5x−3)cos⁡2x dx\displaystyle \int (5x-3)\cos 2x\,dx. (a) (5x−3)sin⁡2x+52cos⁡2x+C(5x-3)\sin 2x+\dfrac{5}{2}\cos 2x+C (b) 12(5x−3)sin⁡2x+54cos⁡2x+C\dfrac{1}{2}(5x-3)\sin 2x+\dfrac{5}{4}\cos 2x+C (c) 12(5x−3)sin⁡2x−54cos⁡2x+C\dfrac{1}{2}(5x-3)\sin 2x-\dfrac{5}{4}\cos 2x+C (d) 12(5x−3)cos⁡2x+54sin⁡2x+C\dfrac{1}{2}(5x-3)\cos 2x+\dfrac{5}{4}\sin 2x+C

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