Find the mirror image of `A(-4,2)` in
(i) the x-axis
(ii) the y-axis

Find the mirror image of the point A(-3,2) in x-axis.

Find the equation of line passing through point (2,3) which is (i) parallel of the x-axis (ii) parallel to the y-axis

A point P is reflected in the x-axis. Co-ordinates of its image are (-4, 5). Find the co-ordinates of the image of P under reflection in the y-axis.

Find the coordinates of the point (i) which lies on X and Y-axes both. (ii) whose ordinate is -4 and which lies on Y-axis. (iii) whose abscissa is 5 and which lies on X-axis.

Find the equation of the ellipse whose centre is (-2,3) and whose semi axes are 3 and 2 when major axis is (i.) parallel to x-axis (ii.) parallel to y-axis.

Two point charge +-q are placed on the axis at x= -a and x= +a , as shown in fig. (i) Plot the variation of E along the x-axis. (ii) Plot the variation of E along the y-axis.

A plane mirror is placed along the x-axis facing negative y-axis. The mirror is fixed, A point object is moving with 3hati+4hatj in front of the plane mirror. The relative velocity of image with respect to its object is

A plane mirror is placed along positive x-axis facing towards positive y-axis. If the equation of a linear object is x=y, the equation of its image is

Point A (0, 1 cm) and B (12 cm, 5 cm) are the coordinates of object and image x-axis is the principal axis of the mirror. The, this object image pair is

Find the equation to the circles which pass through the origin and cut off intercepts equal to (i) 3 and 4, (ii) 2a and 2b from the x-axis and the y-axis respectively.