If the length of sub tangent `=16` and length of the subnormal `=4` at a point `(x,y)` on `y=f(x)` then ordinate of the point

If the length of the subtangent = 9 and the length of the subnormal = 4 at a point (x,y) on y=f(x) then ordinate of the point =

If the length of sub tangent =9 and length of the subnormal =4 at a point (x,y) on y=f(x) then |y_1|

If the length of the sub tangent is 9 and the length of the sub normal is 4 at (x, y) on y=f(x) then |y|=

The lengths of the sub-tangent , ordinate and the sub-normal are in

The length of the subnormal at any point(x,y) on the curve y^(2) = 4ax is

Length of the subnormal at any point on y^n=a^(n-1)x is constant when n =

Find the lengths of subtangent and subnormal at a point on the curve y=bsin(x/a)

STATEMENT-1 : If the length of subtangent and subnormal at point (x, y) on y = f(x) are 9 and 4 then x is equal to + 6. and STATEMENT-2 : Product of subtangent and subnormal is square of the ordinate of the point.

STATEMENT-1 : If the length of subtangent and subnormal at point (x, y) on y = f(x) are 9 and 4 then x is equal to + 6. and STATEMENT-2 : Product of subtangent and subnormal is square of the ordinate of the point.