PROVE: Suppose converging in |:r:| PROVE: Suppose f(:r) = cn:rn converging in l:rl < R. IfR < a < R, then f can be expanded
PROVE: Suppose converging in |:r:|
PROVE: Suppose f(:r) = cn:rn converging in l:rl < R. IfR < a < R, then f can be expanded in a power series about the point = a which converges in al < R lal, and
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