Write the Rule
Find the Coordinates
New positions
100

What is the rule?

W (-9, -9)

X (-5, -9)

Y (-7, -6)

W' (-3, -3)

X' (1, -3)

Y'(-1, 0)

(x + 6, y + 6)

100

The point F (–4,6) is translated 6 units right. What are the coordinates of the resulting point, F'?

F' (2,6)

100

the image of J (7,8) after a translation 9 units left. 

(-2, 8)

200

What is the rule?

H (8, -9)

I (8, -2)

J (2, -7)

H' (1, 2)

I' (1, 9)

J' (-5, 4)

(x-7, y + 11)

200

The point B (2,–2) is translated 7 units left. What are the coordinates of the resulting point, B'? 

B' (-5, -2)

200

the image of Q (–8,–4) after a translation 2 units right. 

(-6, -4)

300

What is the rule?

H (-9, 1)

I (-1, 3)

J (-9, 5)

H' (1, -6)

I' (9, -4)

J' (1, -2)

(x + 10, y -7)

300

The point M (6,3) is translated 2 units left. What are the coordinates of the resulting point, M'? 

M' (4,3)


300

the image of P (–9,–1) after a translation 1 unit up. 

(-9, 0)

400

What is the rule?

X (9, 7)

Y (5, 6)

Z (6, 1)

X' (-6, -2)

Y' (-10, -3)

Z' (-9, -8)

(x - 15, y - 9)

400

The point R (1,–2) is translated 2 units down. What are the coordinates of the resulting point, R'? 

R' (1, -4)

400

 the image of J (6,–3) after a translation 5 units up. 

(6, 2)

500

What is the rule?

W (-9, 1)

X (-9, 5)

Y (-6, 3)

W' (-4, -4)

X' (-4, 0)

Y' (-1, -2)

(x + 5, y -5)

500

The point S (0,–2) is translated 4 units left. What are the coordinates of the resulting point, S'? 

S' (-4, -2)

500

the image of R(–7,–1) after a translation 5 units right. 

(-2, -1)