#### Question:

2. Find the value of x in the triangle. Round your answer to the nearest tenth of a degree. Show your work.

Posted By Admin @ September 03, 2022

The required value of **angle** x is **61.9°**.

From figure **perpendicular **=**15 **and **base**=**8**.**Angle x** to be determine.

Equation which contains trigonometric operators.

Here, tan x° = 15/8

x° = tan^-1(15/8)

x° = 61.9°

Thus, The required value of **angle x **is** 61.9°**.

Get more information about **trigonometry equations **here:

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1. A.2. B.Hope this helps.