In \triangle PQR, we have \angle P = 90^\circ, PQ=3, and QR = 5. Find \tan R.
In \triangle PQR, we have \angle P = 90^\circ, PQ=3, and QR = 5. Find \tan R.
By Pythagoras PR2 = QR2 – PQ2
PR = sqrt(25 – 9) = 4
tan R = opposite over adjacent = 3 / 4
tan R = 0.7500
If you draw / label the triangle, the answer becomes clear.
I'd like to show you, but I don't know how to post a picture.
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