Home
Class 20
MATHS
[" Show that the normal at any point "th...

[" Show that the normal at any point "theta" to the curve "x=a cos theta+a theta sin theta],[" and "y=a sin theta-a theta cos theta" is at constant distance from the origin."]

Promotional Banner

Similar Questions

Explore conceptually related problems

Show that the normal at any point theta to the curve x = a cos theta + a theta sin theta, y = a sin theta - a theta cos theta is at a constant distance from the origin.

Show that the normal at any point theta to the curve x=a cos theta+a theta sin theta,y=a sin theta-a theta cos theta is at a constant distance from the origin.

Show that the normal at any point theta to the curve x=a cos theta+a theta sin thetay=a sin theta-a theta cos theta is at a constant distance from the origin.

Show that the normal at any point theta to the curve x = a cos theta + a theta sin theta, y = a sin theta - a theta cos theta is at the constant distance from origin.

Show that the normal at any point theta to the curve x=a(cos theta+ theta sin theta), y=a( sin theta- theta cos theta) is at a constant distance from the origin.

Show that the normal at any point θ to the curve x = a costheta + a theta sin theta, y = a sintheta – atheta costheta is at a constant distance from the origin.