Angle made by the tangent to the curve `y=x^(2)+4x-17` at `(2,-5)`, with the X-axis , is

Write the angle made by the tangent to the curve x=e^tcott , y=e^tsint at t=pi/4 with the x-axis.

Write the angle made by the tangent to the curve x=e^tcost , y=e^tsint at t=pi/4 with the x-axis.

Find the area erea angle which made by the tangent to the curve y(2a-x)=x^(2) at point (a,a) its normal and x-axis.

Equation of the tangent to the curve 4y=x^(2)+3x+2 , which is parallel to X-axis , is

The angle made by any tangent to the curve x=a(t+sintcost) , y=(1+sint)^2 with x -axis is:

The angle made by any tangent to the curve x=a(t+sin t cos t),y=(1+sin t)^(2) with x- axis is:

The point where the tangent to the curve y = x^2 - 4x + 5 is parallel to x-axis, is :

Find the area erea angle which made by the tangent to the curve y(2a-x)=x^2 at point (a,a) its normal and x-axis.