Tabel integral: Perbedaan antara revisi
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Baris 67:
:<math>\int {dx \over \sqrt{a^2-x^2}} = \sin^{-1} {x \over a} + C</math>
:<math>\int {-dx \over \sqrt{a^2-x^2}} = \cos^{-1} {x \over a} + C</math>
:<math>\int {dx \over a^2+x^2} = {1 \over a} \tan^{-1} {x \over a} + C</math>
:<math>\int {-dx \over a^2+x^2} = {1 \over a} \cot^{-1} {x \over a} + C</math>
:<math>\int {dx \over x \sqrt{x^2-a^2}} = {1 \over a} \sec^{-1} {|x| \over a} + C</math>
:<math>\int {-dx \over x \sqrt{x^2-a^2}} = {1 \over a} \csc^{-1} {|x| \over a} + C</math>
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