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