Q.Let {an} and {bn} be sequences of real numbers defined as a1 = 1 and for n ≥ 1, () − − − n n n+1 n n+1 n n n 2a a a = a + 1 2,b = a then:
Correct answer: {an} converges to a non-zero number and {bn} is a Cauchy sequence.
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