63 804
Assignments Done
99,5%
Successfully Done
In August 2018

Answer to Question #1962 in Real Analysis for alveen

Question #1962
Prove that if the sequence (un) is convergent and bounded above by M, then the limit is
bounded above my M.
[Hint: Assume that the limit is larger than M and show that a contradiction arises when
 is suitably chosen in the definition of limit.]
Expert's answer
If the limit is larger than M, there exists un (n-> ∞) , such that |un| > M, so the sequense is not bounded by M.

Need a fast expert's response?

Submit order

and get a quick answer at the best price

for any assignment or question with DETAILED EXPLANATIONS!

Comments

Assignment Expert
23.03.11, 17:38

You are welcome

sonam
20.03.11, 08:22

thanks for your answer......

Leave a comment

Ask Your question

Submit
Privacy policy Terms and Conditions