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The bear moves closer, so Rick decides to go to the other side of the lake. Since there is a forest, he can only spotpoint A when angle C measures 50'. What trigonometric function would Rick

use to find AB if he knows the measure of BC ?

User TantrajJa
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1 Answer

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Answer:

Tangent

Explanation:

Given


\angle C = 50

See attachment for complete question

Required

Function to calculate BC

If AB is known, BC is calculated as:


\tan(C) = (AB)/(BC)

Substitute d for AB and 50 for C


\tan(50) = (d)/(BC)

Make BC the subject


BC = d * \tan(50)

Hence, BC can be found using tangent

The bear moves closer, so Rick decides to go to the other side of the lake. Since-example-1
User Adam McArthur
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