"Figure 2: As you can see graphically, for values of \( ϴ\) in the range \(\frac{-π}{2}<ϴ<\frac{π}{2}\), the following inequalities are true \(1≥\frac{sinϴ}{ϴ}≥cosϴ\).   Notice that as \(ϴ\) approaches zero from both the negative and positive directions, the function \(\frac{sinϴ}{ϴ}\) gets ""squeezed"" into the same point on the graph."
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