If by shifting the origin at (1,1) the coordinates of a point P become `(cos theta, cos phi)` then the original coordinates of P were

If the origin is shifted to the point (0,-2) by a translation of the axes, the coordinates of a point become (3, 2). Find the original coordinates of the point.

If the origin is shifted to the point (2,3) the coordinates of a point become (5,-4). Find the original coordinates, which the axes are parallel.

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.

If (2,3) are the coordinates of a point P in the new system when the origin is shifted to (-3,7) then the original coordinates of P are

If (2,3) are the coordinates of a point Pin the new system when the origin is shifted to (-3, 7) then the original coordinates of P are

On shifting the origin to (p, q), the coordinates of point (2, –1) changes to (5, 2). Find p and q.

At what point the origin be shifted, if the coordinates of a point (-1, 8) become (-7, 3) ?

At what point the origin be shifted, if the coordinates of a point (-1, 8) become (-7, 3) ?

At what point the origin be shifted, if the coordinates of a point (-1, 8) become (-7, 3) ?