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Unit 1A Review - Geometry

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Last updated over 5 years ago
26 questions
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Problem 1: Math each term with its definition.
Question 1
1.

Perpendicular Lines

Enter letter that matches the vocabulary word. Enter A-G only.

Question 2
2.

Angle

Enter letter that matches the vocabulary word. Enter A-G only.

Question 3
3.

Line Sement

Enter letter that matches the vocabulary word. Enter A-G only.

Question 4
4.

Parallel Lines

Enter letter that matches the vocabulary word. Enter A-G only.

Question 5
5.

Point

Enter letter that matches the vocabulary word. Enter A-G only.

Question 6
6.

Line

Enter letter that matches the vocabulary word. Enter A-G only.

Question 7
7.

Ray

Enter letter that matches the vocabulary word. Enter A-G only.

Problem 2: Use the diagram to select all of the true statements.
Question 8
8.
Problem 3: Use the figure to find the measure of each angle. ∠JKL is a right angle.
Question 9
9.

Show your work by click the button below. You will recieve 2 points credit for showing your work.

Question 10
10.

m∠JKM = _____°

Question 11
11.

m∠MKL = _____°

Problem 4: Three students attempt to define what an angle is. Match the teacher's comments to the definitions.
Question 12
12.

Question 13
13.

Question 14
14.

Problem 5: Consider the line segment below that is 61 feet long.
Question 15
15.

Show your work by click the button below. You will recieve 2 points credit for showing your work.

Question 16
16.

Problem 6: In the figure below, m∠a = 3x + 5, m∠b = 5x - 18,
and m∠c = 7x - 2.

Determine m∠a, m∠b, and m∠c.
Question 17
17.

Show your work by click the button below. You will recieve 2 points credit for showing your work.

Question 18
18.

m∠a = _____°

Question 19
19.

m∠b = _____°

Question 20
20.

m∠c = _____°

Problem 7: Given: D(−6, −2)
and T(7, −8). Determine the x-coordinate of the midpoint of segment DT.
Question 21
21.

Show your work by click the button below. You will recieve 2 points credit for showing your work.

Question 22
22.

Determine the x-coordinate of the midpoint of segment DT. Enter your answer below.

Problem 8: Jerome and Erik start their hike at point A and follow the trail in the counter clockwise direction. They stop at point W to eat lunch.
Question 23
23.

Show your work by click the button below. You will recieve 2 points credit for showing your work.

Question 24
24.

Problem 9: Point 𝑄 is on MN such that MQ : QN = 2:3.
Question 25
25.

Show your work by click the button below. You will recieve 2 points credit for showing your work.

Question 26
26.

A
B
C
D
E
F
Amy's Definition: The amount of turn between two straight lines that have a common vertex. Matches teacher comments ____.
A
B
C
Mike's Definition: Two lines that come together. Matches teacher comments ____.
A
B
C
Toni's Definition: A figure composed of two rays sharing a common endpoint. The common endpoint is known as the vertex. Matches teacher comments ____.
A
B
C
Is Q the midpoint of segment PR ? Write your justification below.
A
B
C
D
How many total miles have Jerome and Erik hiked when they stop for lunch? Round your answer to the nearest tenth of a mile.
A
B
C
D
If M has coordinates (3,5) and 𝑁 has coordinates (8,-5), the coordinates of 𝑄 are_______.
A
B
C
D