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

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 (2,0) is transformed to (0,4) then the coordinates of P are

If the origin is shifted to (h,k) by translation of axes . then the Co-ordinates of a point P(x,y) are transformed as P(x', y') = O P(x+h, y+k) O P(x-h, y-k) O P(x'– h, y' - k) O P(x' – h, y' +k)

If the origin is shifted to (h,k) and the axes are rotated through an angle theta ,then the co-ordinates of a point P(x,y) are transformed as P(X,Y)=

If the axes are rotated through an angle theta then the co-ordinates of a point P(x,y) are transformed as P'(X,Y) then X=,Y=

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

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

If the origin is shifted to the point O(2,3) the axes remaining parallel to the original axes the new co-ordinate of the point A (1,3) is ….

If (cos alpha,cos beta) are the new co-ordinates of a point P when the axes are translated to the point (1,1), then the original coordinates are