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In triangle OPQ, the measure of angle Q=90°, OQ=33, PO= 65, and QP= 56. What ratio represents the tangent of angle P?
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In triangle OPQ, the measure of angle Q=90°, OQ=33, PO= 65, and QP= 56. What ratio represents the tangent of angle P?

User Soomee
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1 Answer

3 votes

Answer:


\sf Tan \ P = (33)/(56)

Explanation:

Trigonometry ratios:


\sf Tan \ P = (opposite \ side \ of \ \angle P)/(adajcent \ side \ of \ \angle P)


\sf =(QO)/(QP)\\\\\\=(33)/(56)\\\\\\

User Lagerone
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