A. tan t
B. –tan t
C. tan (3t/2)
D. –cot (3θ/2)
If y= x log|x+√(1+x2)|-√(1+x2) then dy/dx=
d/dx{√(1+cos x)/sin x}=
If y={sin x/2 sin x2/2. Sin x3/23...sin xn/2n}then dy/dx=
If y=acos2x+b sin2x, then y2+4y=
d/dx{cos[2 sin-1(cos x)]}=
If y=(ax+b/cx+d) then 2y1y3=
d/dx{Sin-12x/1+x2+Sec-11+x2/1-x2}=
The derivative of (ax+b)cx+d w.r.to x is
If x=e2tcos 3t, then d2x/dt2 at t=π/2 is
If xy=c2 then dy/dx=