Question

Find x to the nearest 100th if sin x = 7/8

Answer 1

x = 61.04°

Explanation:

Given:

`\sin x=(7)/(8)`

Take the arcsin of both sides of the equation.

`\begin{gathered} \arcsin(\sin x)=\arcsin((7)/(8)) \\ \implies x=61.04\degree \end{gathered}`

The value of x is 61.04° to the nearest 100th.