Mathematics

Mathematics

Problem

∫sin⁡−1x dx\int \sin^{-1} x \, dx (a) 11−x2+c\frac{1}{\sqrt{1-x^2}} + c (b) xsin⁡−1x−1−x2+cx \sin^{-1} x - \sqrt{1-x^2} + c (c) cos⁡−1x+c\cos^{-1} x + c (d) xsin⁡−1x+1−x2+cx \sin^{-1} x + \sqrt{1-x^2} + c (a) 11−x2+c\frac{1}{\sqrt{1-x^2}} + c (b) xsin⁡−1x−1−x2+cx \sin^{-1} x - \sqrt{1-x^2} + c (c) cos⁡−1x+c\cos^{-1} x + c (d) xsin⁡−1x+1−x2+cx \sin^{-1} x + \sqrt{1-x^2} + c

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