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Question #2128

Give an example of sequence (Yn) and (Zn) for which the limit as n aproaches infinity for Yn/Zn is equal to 1 but does not hold.

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**1.**Give an example of sequence (Yn) and (Zn) for which limit as n aproaches to infinity Yn/Zn equals on**2.**Prove that if the sequence (Un) is convergent and bounded above by M, then the limit is bounded abov**3.**Use a contradiction argument to prove that 3√2 is irrational**4.**Prove that if the sequence (un) is convergent and bounded above by M, then the limit is bounded abov**5.**Prove that if the sequence (an) is convergent with the limit 0, and the sequence (bn) is bounded, th

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The homework assignment was delivered on time and was wonderfully written. Thank you.

#235067 on Jun 2019

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