# Real analysis

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Show that limits, if exist, must be unique. In other words, assume lim an=L1 and lim an=L2 and prove that L1=L2

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#### Solution Preview

lim an + lim an = L1 + L2 = 2(lim an)

So lim an = (L1 + ...

#### Solution Summary

This is a proof that a limit is unique.

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