**Problem**
 $\frac{x}{100}= \sin(x)$ We are asked to find the number of possible values of $x$ in this scenario and I had tried to figure it out by the use of trigonometric identities but then i had realized that there are no trig identities that can help me... or is there?

**steps that i had tried:**
I first multiplied 100 on both sides to get $x$ by itself to get:
$100(\sin x)=x$

Then i determined that $\sin x \le 1$ therefore I had determined that $\frac{x}{100}$ is $\le 1$

But when i look at the answer choices all of them are less than $100$ meaning that all of them are going to make $\frac{x}{100}$ less than 100 when $x$ is substituted.