Find the tangent and normal to the following curves at the givne points on the curve.
`y=x^(4)+2e^(x)` at (0, 2)

Find the tangent and normal to the following curves at the givne points on the curve. y=x^(2)-x^(4) at (1, 0)

Find the tangent and normal to the following curves at the given points on the curve. y = x^(4) + 2e^(x) " at " (0,2)

Find the tangent and normal to the following curves at the given points on the curve. y =x^(2) -x^(4) " at " (1,0)

Find the tangent and normal to the following curves at the givne points on the curve. y=xsinx" at "(pi/2,pi/2)

Find the tangent and normal to the following curves at the given points on the curve. y= x sin x " at " ((pi)/(2), (pi)/(2))

Find the tangent and normal to the following curves at the givne points on the curve. x=cost,y=2sin^(2)t" at "t=pi/3

Find the tangent and normal to the following curves at the given points on the curve. x = cos t, y = 2 sin^(2) t " at" t= (pi)/(3)

Find the equations of the tangent and the normal to the following curves at the given point: y = (x^3)/(4-x) at (2,4)

Find the equations of tangent and normal to the following curves at the points indicated againts: y=x^(2) at (0,0)