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CHAPTER 2 TEST
By Erik Tellef
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Last updated over 5 years ago
16 questions
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Question 1
1.
Triangles
ABC
and
QRS
are congruent. Which angle of
ABC
corresponds to angle R?
Angle A
Angle B
Angle C
Question 2
2.
Triangles
ABC
and
QRS
are congruent. Which angle of
ABC
corresponds to angle A?
Angle R
Angle S
Angle Q
Question 3
3.
Triangles
ABC
and
QRS
are congruent. Which side of
ABC
corresponds to side
SQ
?
AB
BC
CA
Question 4
4.
Triangles
ABC
and
QRS
are congruent. Which side of
QRS
corresponds to side
AB
?
SQ
QR
RS
Question 5
5.
Tell whether the shaded figure is a
translation, reflection, rotation
of the
non-shaded
figure.
TRANSLATION
REFLECTION
ROTATION
Question 6
6.
Tell whether the shaded figure is a
translation, reflection, rotation
of the
non-shaded
figure.
TRANSLATION
REFLECTION
ROTATION
Question 7
7.
Tell whether the shaded figure is a
translation, reflection, rotation,
or
dilation
of the
non-shaded
figure.
TRANSLATION
REFLECTION
ROTATION
Question 8
8.
What does the following rule describe?
(x, y) → (x-2, y+5)
Translate a figure
right
2 units and
down
5 units.
Translate a figure
down
2 units and
up
5 units.
Translate a figure
left
2 units and
down
5 units.
Translate a figure
left
2 units
up
5 units.
Question 9
9.
The coordinates of a point and its image are given. Is the reflection in the
x
-axis or
y
-axis?
Question 10
10.
The polygons are similar. Find the value of x.
Question 11
11.
The polygons are similar. Find the value of x.
Question 12
12.
Two part question:
-Rotate the triangle GHI counter clockwise 90°.
-What is the location of point H'?
visibility
View drawing
Question 13
13.
Two part question:
-Rotate the triangle GHI counter clockwise 180°.
-What is the location of point I'?
visibility
View drawing
Question 14
14.
Two part question:
-Reflect triangle ABC over the x-axis.
-What is the location of point B'?
visibility
View drawing
Question 15
15.
Two part question:
-Translate the figure 5 units to the
RIGHT
and one unit
UP
.
-What is the location of point T'?
visibility
View drawing
Question 16
16.
BONUS:
Solve for x.