A Level

MATHEMATICS · Single correct · A Level · Mathematics · Integration · Integration

Problem

Evaluate ∫012xcos⁡ ⁣(x2) dx\displaystyle \int_{0}^{1} 2x\cos\!\left(x^{2}\right)\,dx. (a) 12sin⁡1\dfrac{1}{2}\sin 1 (b) 1−cos⁡11-\cos 1 (c) sin⁡1\sin 1 (d) sin⁡21\sin^{2} 1

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