How do you find an angle with a positive measure and an angle with a negative measure that are coterminal with $- 400^{\circ}$ $-400^circ$ ?

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How do you find an angle with a positive measure and an angle with a negative measure that are coterminal with $- 400^{\circ}$ $-400^circ$ ?

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Answer 1 · 2017-03-06T04:20:31

$- 40^{\circ}$ $-40^@$
$320^{\circ}$ $320^@$

Explanation:

Angle with negative measure --> $- 400 = - (40 - 360) = - 40^{\circ}$ $- 400 = - (40 - 360) = - 40^@$
Angle with positive measure --> $(360 - 40) = 320^{\circ}$ $(360 - 40) = 320^@$

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How do you find an angle with a positive measure and an angle with a negative measure that are coterminal with $- 400^{\circ}$ $-400^circ$ ?

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How do you find an angle with a positive measure and an angle with a negative measure that are coterminal with −400∘-400^circ?

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How do you find an angle with a positive measure and an angle with a negative measure that are coterminal with $- 400^{\circ}$ $-400^circ$ ?