how to integrate dx/(1-x^2)
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Integration of dx/(1-x^2)
= log | (1-x^2) |.(-x^3/3)+C
=[-x^3.log|(1-x^2)|]+C.
as integration of dx/x is log|x|+C. and x^2 is [x^(2+1)]/2+1.
= log | (1-x^2) |.(-x^3/3)+C
=[-x^3.log|(1-x^2)|]+C.
as integration of dx/x is log|x|+C. and x^2 is [x^(2+1)]/2+1.
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