Worksheets4TH QUARTER QUIZ GRADE 7
Total questions: 84
Worksheet time: 59mins
I am an object that represents one specific location in space. What am I?
point
line
segment
plane
Points P and Q lie in plane A. How many lines contain P and Q?
1. Line PQ
2. Lines PQ and QP
3. The 2 lines PQ and QP plus another line that does not lie in plane A.
∞ . We can't name them all!
If a plane and a line intersect, their intersection will be a ________.
Point
Line
Plane
Segment
Name two planes that contain line QP.
Planes PSR, QNM
Planes SPL, QRM
Planes NML, QPR
Planes PRQ, SLP
Points X and Y line in both plane P and plane Q. What object defines that intersection of the two planes?
Line XY
Segment XY
Plane P
All of 3-dimensional space
How many point are required to name a specific plane
3
2
∞
1
0
Points that define a plane must have what property?
Non-collinearity
Collinearity
Coplanarity
Non-coplanarity
How many points does a line segment contain?
∞
2
3
some large number
Opposite rays are rays that share an endpoint and point in opposite directions. Both rays together form a(n) __________.
Line
Plane
Intersection point
Acute angle
Name a point that is coplanar with line DF but not collinear
G
H
E
Name two planes that contain line QP.
Planes PSR, QNM
Planes SPL, QRM
Planes NML, QPR
Planes PRQ, SLP
Name a point that is coplanar with line DF but not collinear
G
H
E
A subset of a line that has two endpoints.
Line Segment
Ray
Half Line
Point
A subset of a line that has one endpoint and extends infinitely on one direction.
Line Segment
Ray
Point
Intersecting Lines
Points that do not lie on the same plane
Collinear Points
Coplanar Points
Non-collinear points
Non-coplanar points
Two lines intersect at a _______________.
Point
Line
Plane
Ray
What is this?
Line
Parallel
Point
Line Segment
What is this?
parallel
vertex
Line
Line segment
What is this?
vertical
Line
Line Segment
horizontal
A flat surface is called a...
plane
line
point
ray
1. Identify the angle given in the below figure:
Obtuse angle
acute angle
straight angle
right angle
2. A right angle is always ______________ degrees.
90
less than 90
greater than 90
none of these
3. Identify the angle given in the below figure:
acute
Obtuse
right
straight
1. Name the angles A, B, C
Acute, obtuse and right
Obtuse, acute and right
Right, acute and Obtuse
- At 3’o’clock, what is the angle formed in the clock?
Straight angle
Acute angle
Obtuse angle
right angle
In the drawing, line l || m. What is true of angles 1 and 2 and why?
They are supplementary by same side interior angles theorem.
They are congruent by alternate interior angles theorem
They are congruent by alternate exterior angles theorem.
They are congruent by corresponding angles theorem.
In the drawing, which pair of angles are alternate interior angles.
1 and 2
2 and 4
3 and 5
1 and 5
l || m
True
False
Which theorem according to the drawing indicates lines CD and EF are parallel?
Converse of Corresponding angles theorem
Converse of Same side interior angles theorem
Converse of Alternate exterior angles theorem
Converse of Alternate interior angles theorem
If angle 3 measures 47 degrees what is the measure of angle 6 is lines a and b are parallel?
47
133
43
90
110
110
70
70
Classify angle 1 and 8
corresponding
Alternate Interior
Alternate Exterior
Consecutive Exterior
Linear Pair
Are these vertical angles (yes/no)
yes
no
Are these Vertical Angles?
yes
no
Are these vertical angles?
yes
no
Are these vertical angles?
yes
no
Are these vertical angles?
yes
no
Are these vertical angles?
yes
no
What is the measure of the missing angle
47
133
What is the measure of angle y?
76
104
Which angle is congruent (equal) to the marked
54° angle?∠1
∠2
∠3
adjacent angles
vertical angles
linear pair
supplementary
acute angles
vertical angles
linear pair
Complementary
18°
28°
162°
172°
18°
28°
162°
172°
123°
57°
133°
47°
123°
57°
133°
47°
76°, Linear Pair
76°,Vertical Angles
104°, Linear Pair
104° , Vertical Angles
76°, Linear Pair
76°,Vertical Angles
104°, Linear Pair
104° , Vertical Angles
∠1, ∠4, ∠5, ∠6
∠1, ∠4, ∠7, ∠8
∠2, ∠3, ∠6, ∠7
∠4, ∠5, ∠6, ∠7
60°
120°
50°
110°
