How do you find the complement and supplement of #1# radians?

1 Answer
Shwetank Mauria
Feb 19, 2017

Complementary angle of #1# radian is #0.5708# radian and supplementary angle of #1# radian is #2.1416# radian.

Explanation:

As complementary angles add up to #90^@# or #pi/2# radian,

complementary angle of #1# radian is #pi/2-1= 0.5708# radian.

Similarly, as supplementary angles add up to #180^@# or #pi# radian,

supplementary angle of #1# radian is #pi-1=2.1416# radian.

Related questions
See all questions in Applications of Radian Measure
Impact of this question
32010 views around the world
You can reuse this answer
Creative Commons License