The point `(4,3)` when the axes translated to the point `(3,1)` and then axes are rotated through `30^@` about the origin, then the new position of the point is

The point (4,3) is translated to the point (3,1) and then the axes are rotated through an angle of 30^(@) about the origin,then the new coordinates of the point ((1)/(sqrt(2)),(sqrt(3)-1)/(2)) , ((sqrt(3)+2)/(2),(2sqrt(3)+1)/(2)) , ((sqrt(3))/(2),(2sqrt(3))/(5)) , ((sqrt(3)+2)/(2),(2sqrt(3)-1)/(2))

When the axes are rotated through an angle 30^(@), find the new coordinates of the point (0,5)

When the axes are rotated through an angle 30^(@), find the new coordinates of the point (0,0)

When the axes are rotated through an angle pi/2 , find the new coordinates of the point (alpha,0)

If the axes are translated to the point P(3,4) and then rotated through an angle 120^(0) about P. Then find the new coordinates of the point whose original coordinates are (1, -1)

Write the new coordinates of the following point (0,5) when the axes are rotated through to an angle 30^0

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 ….