How do you find the complement and supplement of #(3pi)/4#?

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How do you find the complement and supplement of #(3pi)/4#?

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Answer 1 · 2018-04-18T19:38:03

Complementary angles add up to #pi/2# aka #90^\circ# so the complement of #frac{3pi}{4}# is #pi/2 - frac{3pi}{4}= -pi/4#. Supplementary angles add to #pi# aka #180^\circ# so the supplement of #frac{3pi}{4}# is #pi - frac{3pi}{4 } = pi/4#.

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How do you find the complement and supplement of #(3pi)/4#?

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