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In Region 2, 1 . Write the convergent series in Region 2, for f(z)=(1)/((z-1)(z-2)) around z_(0)=1 , as a sum over the integer n .
In Region 2,
1. Write the convergent series in Region 2, for
f(z)=(1)/((z-1)(z-2))
around
z_(0)=1
, as a sum over the integer
n
. Note that the lower limit on
n
in the second sum has changed! You'll thus have to enter the coefficient for the
(z-1)^(-1)
\ term separately. (If you want a hint, think about why that is).
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