How Do You Find the Laurent Expansion of sin(z)/(z-1) at z=1?

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Homework Statement



I'm supposed to find the Laurent expansion of sin z/(z-1) at z=1.


The Attempt at a Solution



I thought about expanding the sine as a power series of (z-1) but I'm not so sure if that would be correct since the sine is a function of z and not z-1.
 
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put z=1+h,
then sin(1+h)/h.now you can expand it