[Proof] lim Xn = 0 if {Xn} and {(-1)^nXn} converge

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If lim(an) = 0 and |xn - x| ≤ Can for all n ≥ m, then lim(xn) = x (Proof) [ILIEKMATHPHYSICS] If lim(an) = 0 and |xn - x| ≤ Can for all n ≥ m, then lim(xn) = x (Proof) [ILIEKMATHPHYSICS]
Proof: lim (-1)^n doesn Proof: lim (-1)^n doesn't converge
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