Question

numbers such that (Xn + yn) converges.​

Answer 1

Step-by-step explanation:

Let (xn), (yn), (zn) be sequences such that xn ≤ yn ≤ zn for all n ∈ N. If both (xn) and (zn) converge to the same limit l, then (yn) also converges to l. ... Similarly, as zn → l, so there exists a positive integer n2 such that |zn − l| < ε for all n ≥ n2. please like my ans