## Limit of sinx/x as x approaches infinity: Formula, Proof

The limit of sinx/x as x approaches infinity is denoted by limx→∞ (sinx/x) and its value is 0. So the limit formula of sinx/x as x→∞ is given as follows: limx→∞ $\dfrac{\sin x}{x}$ = 0. This limit formula can be proved using the Squeeze theorem of limits (also known as the Sandwich Theorem). Evaluate limx→∞ … Read more