The reflection of `y=sqrtx` w.r.t. y-axis is

The reflection of y=sqrt(x) w.r.t.y -axis is

Reflection of y^(2)=x about y-axis is

If C is the reflection of A(2,4) in x -axis and B is the reflection of C in y-axis then |AB| is 4sqrt(k) then k=

The derivative of y=x^(2^(x)) w.r.t. x is

The derivative of y = x^2logx w.r.t. x is :

Point of contact of y=1-x w.r.t. y^(2)-y+x=0 is

Find the reflection of a point (3,-4) in y Axis

The reflection of the point (-3,-2) about Y - axis is

A is the point (1,6) on the cartesian plane.B is the reflection of A in the line y=x. C is the reflection of B in the y -axis,D is the reflection of C in the x -axis and E is the reflection of D in the y -axis.The area of the pentagon of DABEDC is S then find value of S-50