Line AOB is a straight line.

Which statements are true about the angles in the figure? Select three options.
Angle A O C and Angle C O B are complementary angles.
Angle A O C and Angle C O B are supplementary angles.
Angle A O C and Angle C O B are adjacent angles.
Angle A O C and Angle C O B are vertical angles.
Angle A O C and Angle C O B are a linear pair of angles.

Line AOB is a straight line Which statements are true about the angles in the figure Select three options Angle A O C and Angle C O B are complementary angles A class=

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Answer:

2

3

5

correct answer on e d g e n u i t y

Hence statement can be understood clearly which are correct.

What are lines and angles?

A line is a series of closely spaced dots that spans in two directions indefinitely. It just has one dimension, which is the length. A line can be thought of as a horizontal mark made on a piece of paper. A figure formed by two rays meeting at a same terminal is known as an angle.

How to solve?

Check which statements are true about the angles in the figure

Angle A O C and Angle C O B are complementary angles.

Complementary angles are those whose sum is 90 degrees hence false

Angle A O C and Angle C O B are supplementary angles.

Supplementary angles are those whose sum is 180 degrees , hence true

Angle A O C and Angle C O B are adjacent angles.

Adjacent angles are those who are beside each other , hence true

Angle A O C and Angle C O B are vertical angles.

Vertical angles intersect each other in opposite direction , hence false.

Angle A O C and Angle C O B are a linear pair of angles

Linear pair are those angles whose sum is 180degrees ,hence true.

Learn more about lines and angles

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