47.6k views
1 vote
In ∆ABC the measure of

1 Answer

3 votes

Given the information on the problem, we have the following right triangle:

then, we can use the cosine function to get the length of CA:


\begin{gathered} \cos (63)=\frac{\text{adjacent side}}{hypotenuse}=(CA)/(35) \\ \Rightarrow CA=35\cdot\cos (63)=15.9 \\ CA=15.9ft \end{gathered}

therefore, the length of CA is 15.9 ft

In ∆ABC the measure of-example-1
User Cobolstinks
by
4.1k points