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12 votes
12 votes
would like a very quick answer to this since i don’t have a calculator to complete it.74ft87ft65ft63ft

would like a very quick answer to this since i don’t have a calculator to complete-example-1
User Chava
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1 Answer

11 votes
11 votes

Given the right angle:

Using the definition of the tangent function, we have:


\tan44\degree=(h)/(90)

Solving for h:


\begin{gathered} \Rightarrow h=90\tan44\degree \\ \\ \therefore h\approx87\text{ ft} \end{gathered}

would like a very quick answer to this since i don’t have a calculator to complete-example-1
User LifeLongStudent
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