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If inte^(secx) (secxtanxf(x)+secxtanx+ta...

If `inte^(secx) (secxtanxf(x)+secxtanx+tan^(2)x)dx=e^(secx)f(x)+c`. Then `f(x)` is: (A) `secx+xtamx+1/2` (B) `xsecx+tanx+1/2` (C) `xsecx+x^2tanx+1/2` (D) `secx+tanx+1/2`

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