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In OPQ, the measure of Q=90 degrees, OQ=80, and PO=89, What ratio represents cosine of P

In OPQ, the measure of Q=90 degrees, OQ=80, and PO=89, What ratio represents cosine-example-1

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The figure of triangle OPQ is,

For angle P, the base side is QP = 80 and hypotenuse side is OP = 89.

Determine the cosine of angle P.


\begin{gathered} \cos P=(QP)/(PO) \\ =(80)/(89) \end{gathered}

Answer: 80/89

In OPQ, the measure of Q=90 degrees, OQ=80, and PO=89, What ratio represents cosine-example-1
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