Basic Vocabulary
Midpoint, Distance and Endpoint
Segment Addition and Angle Addition
Mixed Review
100
Identify the undefined term in geometry that has no size and is represented by a dot.
Point
100
Find the midpoint of the segment with endpoints (2,−1) and (8,5).
(5,2)
100
If FG = 12 and GH = 19, what is FH?
FH=31
100
12
200
What is the term for two lines in the same plane that never intersect?
parallel lines
200
Two points A and B have coordinates A(−3,4) and B(5,−2) . Compute the length of AB.
10
200
Find the value of x. (Hint these angle create a straight line).
x=10
200
Points L, M, and N are collinear.
You are given LM = 13 and LN = 20. What is a possible value of MN?
MN=7
300
Explain the difference between a ray and a line segment; include how each is named with notation.
Ray has one endpoint and extends in one direction.
Line has no start or end and extends forever in both directions.
300
Given three collinear points P, Q, R on a number line where P = 0 and R = 12, find Q so that PQ:QR=1:2 and give Q's coordinate.
Total length 12; ratio 1:2 gives PQ = 4, so Q at coordinate 4.
300
On a line segment, F is between E and G. If EF = 13, FG = x + 5, and EG = 2x + 3, what is FG?
FG=20
300
Define "collinear" and "coplanar." Give one example that illustrates the difference.
Answers can vary- teacher check
400
How many planes appear?
5 contained planes
400
segment AB has endpoints A(–3,–7) and B(2,3)
Partition the segment with a 1/4 from B to A
(0.75, 0.5)
400
Find the value of x.
x=7
400
32, 39, 46
500
Name a set of perpendicular lines using proper notation.
RS perp XY
XY perp UV
500
Find the perimeter by using the distance formula
About 10.06 units
500
Find the value of x and XY
x=25
XY=42 units
500
Sequence: 2, 6, 12, 20, ... Identify the pattern rule and compute the 7th term.
56