stud
bud
Sign up
Log in
Home
Library
Explore
SAT
More
Geometry Chapter 1 Review Flashcards | StudBud
Explore
/
Geometry Chapter 1 Review
Geometry Chapter 1 Review
39 terms
·
StudBud Administration
·
489 plays
Practice Geometry Vocabulary Words
Flashcards
39 cards
F
Practice quiz
P
Host live
L
Questions
39
Answers
1
A/An_____ is formed when two non-collinear rays share a common endpoint.
Collinear
Coplanar
Vertex
Angle
2
Find the radius of the a circle with area 64∏.
3
8
4
7
3
Look at my picture. What am I?
Congruent
Vertices
Lines
Angles
4
Two lines intersect in exactly one _____ & two planes intersect in exactly one _____.
Point, Line
Plane, Line
Point, Plane
Line, Plane
5
Find the area of the given triangle.
10
12
5
6
6
How would I name this figure?
<BAC
<BA
<BC
<ABC
7
This is the most basic building block of Geometry; has no size or thickness, only location.
Point
Line
Ray
Plane
8
Find the area of the given area.
8.5
72
36
81
9
A__________ consists of two endpoints and all points in between.
End Points
Line
Collinear
Line Segment
10
A _____________ is a statement that is accepted as true without proof.
Postulate
Proof
Axiom
Plane
11
Two (or more) points are _____ if they are on the same line.
Angle
Collinear
Coplanae
Vertex
12
Two rays that share a common endpoint and form a line are called ______________.
Collinear
Opposite Rays
Vertex
Angle
13
Find the area of a rectangle with sides 4 & 4.5.
16.5
18.5
18
16
14
A _____ is a flat surface with no thickness that extends forever.
Line
Ray
Plane
Point
15
A ___ is a point on a segment that is the same distance from both endpoints of the segment.
Midpoint
Ray
Plane
Point
16
Find Q assuming M is the midpoint of PQ.
(7, 12)
(7.5, 10)
(8, 10)
(8, 12)
17
Find the area of the given triangle.
30
60
22
15
18
A _____ is a straight, continuous path with no thickness that goes forever in two directions.
Line
Plane
Point
Ray
19
Find the measure of <AYL.
4
72
7
45
20
Two objects that are exactly the same are said to be_______.
Congruent
Vertices
Angles
Lines
21
What were the endpoints in this example?
(1,6) (5,4)
(1,5) (4,6)
(1,4) (5,6)
22
Find the measure of x, assuming the angles are complementary.
56
66
146
106
23
Look at my picture. What am I?
Plane
Line
Point
Ray
24
The _____ are the starting and stopping points of a line segment or ray.
Line Segment
Endpoints
Line
Collinear
25
"If B is between A and C, then AB + BC = AC" is called the ________________.
Addition of Lines Postulate
Postulate #1
Segment Multiplication Postulate
Segment Addition Postulate
26
If M is the midpoint of AB, what can we conclude?
AM=AB
M bisects AB
AM=MB
BA=BM
27
A _____ begins at a point and extends infinitely in one direction.
Line
Point
Plane
Ray
28
Two (or more) points are _____ if they lie on the same plane.
Coplanar
Vertex
Angle
Collinear
29
How would I name this line?
AL
L
BL
AB
30
Find the midpoint of the points (2,3) and (5, 5).
(4,5)
(3.5, 4.5)
(3.5, 4)
(4, 4)
31
Look at my picture? What am I?
Angle
Vertex
Coplanar
Collinear
32
Two adjacent, supplementary angles are called __________.
a linear pair
vertical angles
complementary angles
33
Find x.
10
19
17
12
34
What is a midpoint?
A flat surface that stretches into infinity.
has one endpoint, and extending to infinity in one direction
A location in a plane or in space, having no dimensions.
A point that divides the segment into two congruent segments
35
What do the three points represent?
Vertex
Coplanar
Collinear
Angle
36
What do these three points represent?
Coplanar
Vertex
Angle
Collinear
37
Look at my picture. What am I?
Ray
Point
Line
Plane
38
Find x if BD is an angle bisector.
80
40
20
60
39
How would I find the area of the shaded region (b for big rectangle, l for little rectangle)
Ab-Al
(LbWb) - (LlWl)
Al-Al
(LlWl) - (LbWb)
