Prove part (i) of Theorem 8. If an and bn are convergent series, then so are the

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Prove part (i) of Theorem 8.
If ˆ‘ an and ˆ‘ bn are convergent series, then so are the series ˆ‘ can (where c is a constant), ˆ‘(an + bn) and ˆ‘ (an - bn), and
(i)
Σ ca, cΣ a. μ-1
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