Prove: If $\displaystyle a_{n}/b_{n}$-->L, $\displaystyle b_{n}$ cannot = 0 for all n, and $\displaystyle b_{n}$-->0, then $\displaystyle a_{n}$-->0.
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Forget it, I just solved it. If anyone thinks they have a unique solution, or is curious I will type up mine.
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