Raymond B. answered 09/22/22
Math, microeconomics or criminal justice
A) 180 degree rotation around A changes point A(x,y) to B(x,-y), changing the sign of the y coordinate of point A
B) 180 degree rotation around B changes point B(x,y) to A(x,-y), changing the sign of the y coordinate of point B
C) 180 degree rotation around the midpoint of AB changes (x,y) to (-x,-y) if the segment AB is a straight line
it changes the signs of both x and y coordinates
D) reflection across AB changes nothing, (x,y) remains (x,y)
E) reflection across perpendicular bisector of AB changes (x,y) to (-x,-y), same as C) above
F) translation by the directed segment AB, changes A(x,y) to pont ((x+c), (x+d)) where B was (c,d)
G) translation by the directed segment BA changes B(x,y) to point ((x+c), (x+d)) where A was (c,d)