EDB β€” 0FJ

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Exercises

  1. [0FJ]If \(\forall n\in {\mathbb {N}}, a_ n,b_ nβ‰₯ 0\) show that

    \[ βˆ‘_{n=0}^∞ c_ n =βˆ‘_{n=0}^∞ a_ n βˆ‘_{n=0}^∞ b_ n \]

    with the convention that \(0β‹… ∞=0\).

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  • convergence, of a series
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