Coding challenge

Do you know what $\frac{\sin(x)}{x}$ would be at $x=0$? Write some code that starts a number $x$ at 0.001 or so, and gets smaller and smaller in very small increments, like in steps of 0.0001. Investigate the value of $\sin(x)/x$ as $x$ gets small and approaches zero. What result do you get?

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