The questions on this page are similar to the ones that you will see on this lesson's quiz, so you can use them to assess how well prepared you are. Read the feedback for each question carefully, especially if you answer a question incorrectly. If you miss more than one question, consider reviewing this lesson or asking for help before taking the lesson quiz.
1) Which of the following options is the incorrect way to represent the measurement of the angle shown?
- m\(\mathsf{ \angle }\)DEF = 50°
- 50°
- \(\mathsf{ \angle }\)FED = 50°
- 50 degrees
The angle in the picture can be represented as the following:
• 50 degrees
• 50°
• m\(\mathsf{ \angle }\)E = 50°
• m\(\mathsf{ \angle }\)DEF = 50°
• m\(\mathsf{ \angle }\)FED = 50°
The angle in the picture can be represented as the following:
• 50 degrees
• 50°
• m\(\mathsf{ \angle }\)E = 50°
• m\(\mathsf{ \angle }\)DEF = 50°
• m\(\mathsf{ \angle }\)FED = 50°
The angle in the picture can be represented as the following:
• 50 degrees
• 50°
• m\(\mathsf{ \angle }\)E = 50°
• m\(\mathsf{ \angle }\)DEF = 50°
• m\(\mathsf{ \angle }\)FED = 50°
The angle in the picture can be represented as the following:
• 50 degrees
• 50°
• m\(\mathsf{ \angle }\)E = 50°
• m\(\mathsf{ \angle }\)DEF = 50°
• m\(\mathsf{ \angle }\)FED = 50°
2) What is the measure of the angle shown on the protractor?
- 20°
- 10°
- 170°
- 160°
The protractor reads 10° for the angle.
The protractor reads 10° for the angle.
The protractor reads 10° for the angle.
The protractor reads 10° for the angle.
3) The sides of an angle are the __________.
- opposite rays that make up the angle
- opposite inclines of the angle
- rays that diverge from a point to form the angle
- lines that go through the angle
The sides of an angle are the rays that intersect at a vertex point to form the angle.
The sides of an angle are the rays that intersect at a vertex point to form the angle.
The sides of an angle are the rays that intersect at a vertex point to form the angle.
The sides of an angle are the rays that intersect at a vertex point to form the angle.
4) Which tools are used to draw your own angles?
- straightedge and compass
- compass and graphing paper
- protractor and straightedge
- straightedge and graphing paper
A protractor and straightedge are used to draw angles by marking the degree of the angle and then using the straightedge to draw the sides.
A protractor and straightedge are used to draw angles by marking the degree of the angle and then using the straightedge to draw the sides.
A protractor and straightedge are used to draw angles by marking the degree of the angle and then using the straightedge to draw the sides.
A protractor and straightedge are used to draw angles by marking the degree of the angle and then using the straightedge to draw the sides.
5) What is the measure of \(\mathsf{ \angle }\)ABC?
- 50°
- 180°
- 70°
- 110°
\(\mathsf{ \angle }\)ABC is 70° on the protractor.
\(\mathsf{ \angle }\)ABC is 70° on the protractor.
\(\mathsf{ \angle }\)ABC is 70° on the protractor.
\(\mathsf{ \angle }\)ABC is 70° on the protractor.
6) The point of intersection of two rays that form an angle is called __________.
- the apex
- the side
- the vertex
- the curve
The vertex is the intersection of two rays that form an angle.
The vertex is the intersection of two rays that form an angle.
The vertex is the intersection of two rays that form an angle.
The vertex is the intersection of two rays that form an angle.
Summary
Questions answered correctly:
Questions answered incorrectly:
