Common Core 8.G.A.3 worksheet
8th grade (Year 9 in England) Β· 16 questions Β· Common Core: 8.G.A.1, 8.G.A.3, 8.G.A.4 Β· England: KS3 Geometry, GCSE Foundation Geometry, KS3 Geometry and measures
Name
Date
Score/ 16
Question 1
Translate the point (β2, 5) by 3 right and 3 up. Where does it end up? Type it like (2, β1).
Answer
Question 2
Rotate (6, 7) 180Β° about the origin. Type the image like (2, β3).
Answer
Question 3
After a dilation with scale factor 3, is the image congruent to the original (same size and shape)?
- A. Yes, congruent
- B. No, only similar
Question 4
Reflect (β5, 3) in the line y = x. Type the image like (2, β3).
Answer
Question 5
Dilate (4, 3) by a scale factor of 4 with centre the origin. Type the image like (2, β3).
Answer
Question 6
Reflect (1, 5) in the line y = x. Type the image like (2, β1).
Answer
Question 7
Rotate (7, β4) by 180Β° about the origin. Type the image like (2, β1).
Answer
Question 8
Triangle PQR has P(0, 0), Q(3, 0), R(0, 2). It is translated by (β5, β5). Where does Q go?
Answer
Question 9
A is (β2, 0) and its image Aβ² is (0, 1). The translation moves every point by (a, b). What are a and b? Type them like (2, β3).
Answer
Question 10
A 5 by 2 rectangle is dilated by scale factor 2. What is the perimeter of the image?
Answer
Question 11
A(4, 8) is dilated about the origin to Aβ²(10, 20). What is the scale factor? Give a fraction or decimal.
Answer(as a fraction)
Question 12
P(1, 5) is rotated about the origin to Pβ²(β5, 1). Which rotation was it?
- A. 90Β° anticlockwise (counterclockwise)
- B. 90Β° clockwise
- C. 180Β°
Question 13
Which transformation is described by (x, y) β (x, βy)?
- A. Reflection in the y-axis
- B. Rotation of 90Β° anticlockwise about the origin
- C. Reflection in the x-axis
- D. Translation
Question 14
Translate (β3, 3) 2 right and 5 down. Type the image like (2, β3).
Answer
Question 15
Translate the point (5, 6) by 1 left and 3 up. Where does it end up? Type it like (2, β1).
Answer
Question 16
Rotate (β5, 2) 90Β° clockwise about the origin. Type the image like (2, β3).
Answer
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