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Trigonometric Functions question. "What is the length of side BC? *Picture in comments*
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This is a wonderful application of the Tangent function. What's your plan?
I don't necessarily have a plan. I'm completely stuck.
Did you miss the hint? Try the Tangent function.
20degrees
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Why would the side of a triangle be measured in degrees? It's a length. You must memorize this: Given an angle, A, and a Right Triangle, ABC, \(tan(A) = \dfrac{Opposite}{Adjacent} = \dfrac{mCB}{mAB}\).
I didn't mean to say degrees x''D
Legs are the same size in a 45-45-90 right triangle. You don't have one of those. How did you use the tangent function?
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