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The point is to prove that (xn) converges *if* (x2n) and (x2n+1)
converge to the same limit l1=l2. Thank you.
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Please DO NOT COPY A PREVIOUS ANSWER AS THIS WILL RECEIVE A THUMBS DOWN IMMEDIATELY. The...
ANSWER 1 & 2 please. Show work for my understanding and upvote. THANK YOU!! Problem 1. Let {x,n} and {yn} be two sequences of real numbers such that xn < Yn for all n E N are both convergent, then lim,,-t00 Xn < lim2+0 Yn (a) (2 pts) Prove that if {xn} and {yn} Hint: Apply the conclusion of Prob 3 (a) from HW3 on the sequence {yn - X'n}. are not necessarily convergent we still have: n+0 Yn and...
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