(20 points) Let (In) and (yn) be bounded sequences of real numbers. Prove that lim(In) + lim(yn)

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(20 points) Let (In) and (yn) be bounded sequences of real numbers. Prove that lim(In) + lim(yn)

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20 Points Let In And Yn Be Bounded Sequences Of Real Numbers Prove That Lim In Lim Yn Lim In Yn Give An 1
20 Points Let In And Yn Be Bounded Sequences Of Real Numbers Prove That Lim In Lim Yn Lim In Yn Give An 1 (12.76 KiB) Viewed 22 times
(20 points) Let (In) and (yn) be bounded sequences of real numbers. Prove that lim(In) + lim(yn) <lim(In + yn). Give an example to show that the above inequality can be strict.
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