How do you find the complement and supplement of $2$ $2$ radians?

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How do you find the complement and supplement of $2$ $2$ radians?

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Answer 1 · 2018-01-09T00:17:39

Supplement: $π - 2 \approx 1.14159$ $pi-2approx 1.14159$ .
Complement: $\frac{π}{2} - 2 \approx - 0.4292 .$ $pi/2-2approx -0.4292.$ (See explanation.)

Explanation:

The supplement of an angle $x$ $x$ is $π - x$ $pi-x$ , so the supplement of $2$ $2$ is $π - 2 \approx 1.14159$ $pi-2approx 1.14159$ .

The complement of an angle $x$ $x$ is $\frac{π}{2} - x$ $pi/2-x$ , so the supplement of $2$ $2$ is $\frac{π}{2} - 2 \approx - 0.4292$ $pi/2-2 approx -0.4292$ . This value is actually negative, so depending on the context of the problem, some might say the complement doesn't exist.

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How do you find the complement and supplement of $2$ $2$ radians?

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How do you find the complement and supplement of $2$ $2$ radians?