Integrating factor of the differential equation is:


Divide throughout by (1 – x2)




Compare with


we get and


The IF integrating factor is given by e∫Pdx



Substitute 1 – x2 = t hence


which means


Hence






e∫Pdx = elog√t


e∫Pdx = √t


Resubstitute t



Hence the IF integrating factor is

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