Step 1:
Write the coordinates of the vertices of the quadrilateral PQRS.
P = (-3,7)
S = (-3, 7)
R = (4, -2)
Q = (4,12)
Step 2:
To shift the figure to the right by 6 units.
P' = (-3+6,7) = (3,7)
S' = (-3+6, -7) = (3,-7)
R' = (4+6, -2) = (10 . -2)
Q' = (4+6,12) = (10, 12)
Step 3:
Rule : When we rotate a figure of 90 degrees clockwise, each point of the given figure has to be changed from (x, y) to (y, -x) and graph the rotated figure.
P'' = (3,7) = (7 , -3)
S'' = (3,-7) = (-7 , -3)
R' = (10 , -2) = (-2 , -10)
Q' = (10, 12) = (12 , -10)
Final answer
P' 7, -3
S' = (-77,37)
R' = (-2 , -10)
Q' =(-12, 10)
