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    Real Analysis : Limits

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    Prove that if f:A->R and a limit point c of A , lim f(x)=L as x->c if and only if lim f(x)=L as x->c^-(left handed limit) and lim f(x)=L as x->c^+(right handed limit).

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    Solution Summary

    Limits are investigated. The solution is detailed and well presented.

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