Question

Transform the figure below using the rule (x, y) (x - 8, y + 3). Determine the coordinates of Q’.

Answer 1

Answer:

Q' (0, - 4) ; 8 units to the left and 3 units up.

Step-by-step explanation:

L(2, - 7) ------> L' (2 - 8, - 7 + 3) = L'(- 6, - 4)

M(2, - 1) ------> M' (2 - 8, - 1 + 3) = M' (- 6, 2)

P(8, - 1) ------> P' (8 - 8, - 1 + 3) = P' (0, 2)

Q (8, - 7) ------> Q' (8 - 8, - 7 + 3) = Q' (0, - 4)

Transformation:

8 units to the left and 3 units up

Answer 2

Answer:

Q(0-4);8units to the left and 3 units up

Step by step explaination:

L(2,-7)-------L(2-8,-7+3)=L(-6,-4)

M(2,-1)------M(2-8,-1+3)=M(-6,2)

P(8,-1)---------P(8-8,-1+3)=P(0,2)

Q(8,-7)-----Q(8-8,-7+3)=Q(0,-4)

Transformation:

8 units to the left and 3 units up

Hope you understand.....