Determine the supplement and complement of 2 radians

The video tutorial explains the concept of radians and their measurement. It introduces the idea of angle complements and supplements, defining them in terms of degrees and radians. The tutorial demonstrates how to calculate complements and supplements for given angles, highlighting that angles greater than π/2 or 90 degrees do not have complements. It also provides examples and problem-solving exercises to reinforce the understanding of these concepts.

What is the measure of two radians in degrees?

• 90 degrees

• 114.6 degrees

• 180 degrees

• 360 degrees

Why does an angle of 2 radians not have a complement?

• Because it is equal to π radians

• Because it is equal to π/2 radians

• Because it is greater than π/2 radians

• Because it is less than π/2 radians

What is the definition of supplementary angles?

• Two angles that add up to 90 degrees

• Two angles that add up to 180 degrees

• Two angles that add up to 360 degrees

• Two angles that add up to 270 degrees

If an angle measures 300 degrees, can it have a supplement?

• No, because it is equal to 180 degrees

• Yes, because it is less than 180 degrees

• No, because it is greater than 180 degrees

• Yes, because it is less than 360 degrees

What is the result of π/2 minus 2 radians?

• 0.43 radians

• -0.43 radians

• 1.57 radians

• -1.57 radians