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Let In=inttan^n xdx ,(n >1) If I4+I6=...

Let `I_n=inttan^n xdx ,(n >1)` If `I_4+I_6=atan^5x+b x^5+C ,` Where `C` is a constant of integration, then the ordered pair `(a , b)` is equal to : (1) `(5/1,-1)` (2) `(-1/(5,0))` (3) `(-1/5,1)` (4) `(1/5,0)`

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