Continuous functions help!

jennybenny02

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Joined
Oct 3, 2005
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The function f is continuous everywhere except at x=0. If possible, define f at 0 so that it becomes continuous at 0.

f(x)= (sin(pi*x)) / (x) , [x ,not = 0]

I need help with starting this, Im confused :oops: :cry:
 
define \(\displaystyle \L f(0) = \lim_{x \rightarrow 0} \frac{\sin{(\pi x)}}{x}\)
 
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