`" For a curve "(("length of normal"))/(("length of tangent"))` is equal to

For a curve (length of normal) sim2/( length of tangent) 2 is equal to

For a curve (length of normal)^2/(length of tangent)^2 is equal to

For the curve y=f(x) prove that (length of normal)^2/(length of tangent)^2 =length of sub-normal/length of sub-tangent

For the curve y=f(x) prove that (lenght of normal)^2/(lenght of tangent)^2 =length of sub-normal/length of sub-tangent

A curve passes through (1,2) is such that the length of the normal at any of its point is equal to 2. The curve can be

The curves for which the length of the normal is equal to the length of the radius vector is/are

Find the length of the tangent, length of the normal, the subtangent, the subnormal of the curve y=((x+1)/(x))" at" (1,2)

If at any point (x_1, y_1) on the curve y=f(x) the lengths of the subtangent and subnormal are equal, then the length of the tangent drawn to that curve at that point is

Find the length of the tangent, length of the normal, the subtangent, the subnormal of the curve x=a cos^(3),theta, y= a sin^(3) theta(a gt 0)