In a right triangle, $$ \cos A=0.352 $$ and $$ \sin A=0.936 $$. What is the approximate value of $$ an A $$ ? 0.329 0.376 1.288 2.659

Question

In a right triangle, $$ \cos A=0.352 $$ and $$ \sin A=0.936 $$. What is the approximate value of $$ 	an A $$ ? 0.329 0.376 1.288 2.659

UpStudy AI · Accepted Answer

Let the given values be:
- $$ \cos A = 0.352 $$
- $$ \sin A = 0.936 $$

The definition of the tangent is:
$$
\tan A = \frac{\sin A}{\cos A}
$$

Substitute the given values:
$$
\tan A = \frac{0.936}{0.352}
$$

Perform the division:
$$
\tan A \approx 2.659
$$

Thus, the approximate value of $$ \tan A $$ is $$ 2.659 $$.
The approximate value of $$ \tan A $$ is 2.659.

In a right triangle, \( \cos A=0.352 \) and \( \sin A=0.936 \). What is the approximate value of \( \tan A \) ? 0.329 0.376 1.288 2.659