A. e2t
B. 4e2t
C. r
D. None
If ‘f’ is differentiable function, f(1)=0, f1(1)=3/5 and y=f(e2x)ex then (dy/dx)x=0 =
d/dx{sin-1(3x-4x3)}=
d/dx{Tan-1(x/1-√1-x2)}=
The derivative of axlog x+(x2-1) sin x w.r.t x is
If xy(x+y)=2 then dy/dx=
d/dx{cos-1√(1+x)/2}=
If a,b,c are the fifth terms of loge(3/2), loge(4/3), loge(6/5) then the ascending order of a,b,c is
If y= {(3x-5)2/3(x2+1)3/2/(2x+3)5/2(3x2-1)1/3}then dy/dx=
d/dx{Tan-1(3a2x-x3/a3-3ax2)}=
d/dx{Tan-1√(1+x2)+√(1-x2)/(√(1+x2)-√(1-x2))}=