Mark the points symmetrical to point K (-3; 2) relative to the abscissa of the ordinate of the origin.

First, we represent the point K (- 3; 2) in the coordinate system.

Point K1 will be symmetric to it about the ordinate if the ordinate of the point does not change, and the abscissa becomes opposite, i.e. K1 (3; 2).

The point K2 will be symmetric to it about the abscissa axis if the abscissa of the point does not change, and the ordinate becomes opposite, that is, K2 (- 3; – 2).

Point K3 will be symmetric to it with respect to the origin of coordinates if the ordinate and abscissa become opposite numbers, that is, K3 (3; – 2).