Given a point on a geometric figure (1,2) what is the new point when the point is rotated clockwise about the origin 180 degrees?
When a point is rotated clockwise about the origin by 180 degrees, its coordinates are transformed by changing the sign of both the x and y coordinates.
The given point is (1, 2). Rotating it clockwise by 180 degrees, the new point will have coordinates (-1, -2).
So, the new point after rotating the given point (1, 2) clockwise about the origin 180 degrees is (-1, -2).
Given a point on a geometric figure (-6,4) what is the new point when the point is rotated counterclockwise about the origin 180 degrees?
When a point is rotated counterclockwise about the origin by 180 degrees, its coordinates are transformed by changing the sign of both the x and y coordinates.
The given point is (-6, 4). Rotating it counterclockwise by 180 degrees, the new point will have coordinates (6, -4).
So, the new point after rotating the given point (-6, 4) counterclockwise about the origin 180 degrees is (6, -4).