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Frequently, engineers and architects cannot directly measure an object’s length (distance),because it is impractical or physically impossible. Trigonometry is a valuable tool in such situations. For example, use the appropriate trigonometric ratio to determine the height of the cliff in the following diagram. Estimate to 1 place after the decimal.

Frequently, engineers and architects cannot directly measure an object’s length (distance-example-1
User Wicelo
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1 Answer

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Answer:

approximately 84.4 meters

Explanation:

Make sure your calculator is in degree mode.

Let h be the height of the cliff (BC).


\tan(32) = (h)/(135)


h = 135 \tan(32)


h = 84.4

User Maxii
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