# limit of $\displaystyle \frac{\sin x}{x}$ as $x$ approaches 0

## Primary tabs

Type of Math Object:
Theorem
Major Section:
Reference

## Mathematics Subject Classification

26A06 no label found26A03 no label found

## Comments

### Simpler proof

Since sin(x)/x is an even function, the proof for the theorem could be made more elegant just considering the case x>0. In other words, it would suffice to prove that the limit is 0 for x->0+.