Find the derivative of `f(tanx)wdotrdottg(secx)a tx=pi/4,` where `f^(prime)(1)=2a n dg^(prime)(sqrt(2))=4.`

Find the derivative of f(tanx) w.r.t. g(secx) at x=pi/4 , where f^(prime)(1)=2 and g^(prime)(sqrt(2))=4 .

Find the derivative of f(tanx) w.r.t. g(secx) at x=pi/4 , where f^(prime)(1)=2 and g^(prime)(sqrt(2))=4 .

The derivative of f(tanx) wrt g(secx) at x=pi//4 , where f'(1)=2 and g'(sqrt(2))=4 is a) (1)/(sqrt(2)) b) sqrt(2) c)1 d)2

If f^(prime)(1)=-2sqrt(2)a n dg^(prime)(sqrt(2))=4 , then the derivative of f(tanx) with respect to g(secx) at x=pi/4, is 1 (b) -1 (c) 2 (d) 4

If f^(prime)(1)=-2sqrt(2) and g^(prime)(sqrt(2))=4 , then the derivative of f(tanx) with respect to g(secx) at x=pi/4, is: (a)1 (b) -1 (c) 2 (d) 4

If f(x)=xtan^(-1)x , find f^(prime)(sqrt(3)) .

If f(x)=xtan^(-1)x , find f^(prime)(sqrt(5)) .

Find the derivative of the function f(x)=2x^2+3x-5 at x = 1 . Also prove that f^(prime)(0)+3f^(prime)(-1)=0 .

If f(x)=|logx|,xgt0 ,find f^(prime)(1/e)a n df^(prime)(e)