When the origin is shifted to a point `P,` the point `(2, 0)` is transformed to `(0, 4)` then the coordinates of `P` are

when the origin is shifted to a point P,the point (1,-3) changed to (4,-7), then P:

If the origin is shifted to (h,k) ,the coordinates of a point P(x,y) transformed to P(X,Y) then new co-ordinates are

If the point (3,-2) is transformed to (-2,1) which the origin is shifted to P, then P=

If the point (3,-2) is transformed to (-2,1) which the origin is shifted to P, then P=

If the point (3, -2) transformed to (-2, 1) when origin shifted to P then P =

When the origin is shifted (retaining the direction of the axis) at the point (-5,9) ,then the coordinates of the point (3,4) will be -

The origin is shifted to (2,3) by the translation of axes. If a point P has changed to (0,0), find the coordinates of P in the original system.

The origin is shifted to (2,3) by the translation of axes. If a point P has changed to (0,0), find the coordinates of P in the original system.

If the origin is shifted to the point (2,-1) by a translation of the axes, the coordinates of a point become (-3,5). Find the original coordinates of the point.