Geometry Practice G.SRT.A.2: Dilations 1
Page 1
www.jmap.org
NAME:_____________________________
1. Graph EF with E(–2, –2) and F(3, –4). Then
graph its dilation with a scale factor of 2.
10
4. Graph CD with C(4, –3) and D(1, 1). Then
graph its dilation with a scale factor of 2.
10
y
–10
10
y
–10
10
x
–10
[1]
–10
[4]
2. Graph GH with G(3, –3) and H(–2, 1). Then
graph its dilation with a scale factor of 2.
10
x
5. Graph JK with J(2, 3) and K(–4, 4). Then
graph its dilation with a scale factor of 2.
10
y
–10
10
y
–10
10
x
–10
[2]
–10
–10
[5]
3. Graph IJ with I(–4, 4) and J(1, 3). Then
graph its dilation with a scale factor of 2.
10
x
6. Graph GH with G(4, –4) and H(–2, 3). Then
graph its dilation with a scale factor of 2.
10
y
10
–10
10
x
[3]
–10
y
x
[6]
–10
Geometry Practice G.SRT.A.2: Dilations 1
Page 2
www.jmap.org
NAME:_____________________________
7. Graph BC with B(3, –2) and C(–1, –3). Then
graph its dilation with a scale factor of 1.5.
10
10. Graph AB with A(–4, –1) and B(1, –2). Then
graph its dilation with a scale factor of 1.5.
10
y
–10
10
y
–10
10
x
–10
[7]
–10
[10]
8. Graph AB with A(–4, 2) and B(1, 4). Then
graph its dilation with a scale factor of 2.5.
10
x
11. Graph BC with B(–1, –4) and C(–2, –1).
Then graph its dilation with a scale factor of
1.5.
y
–10
10
y
10
–10
x
10
x
–10
[8]
–10
[11]
9. Graph FG with F(3, –4) and G(2, –1). Then
graph its dilation with a scale factor of 0.5.
10
–10
12. Graph AB with A(2, –3) and B(–4, 4). Then
graph its dilation with a scale factor of 0.5.
y
10
y
10
–10
x
10
x
[9]
–10
[12]
–10
Geometry Practice G.SRT.A.2: Dilations 1
Page 1
www.jmap.org
10
10
y
–10
10
y
–10
10
x
–10
[1]
10
x
–10
[5]
10
y
–10
10
y
–10
10
x
–10
[2]
10
x
–10
[6]
10
y
–10
10
y
–10
10
x
–10
[3]
10
–10
x
–10
[7]
10
y
10
–10
10
x
[4]
–10
y
x
[8]
–10
Geometry Practice G.SRT.A.2: Dilations 1
www.jmap.org
10
y
–10
10
x
–10
[9]
10
y
–10
10
x
–10
[10]
10
y
–10
10
x
–10
[11]
10
–10
y
10
x
[12]
–10
Page 2