Define the convergence of a sequence (an) and verify whether the seque

1.	Define the convergence of a sequence (an) and verify whether the sequence(n+ 1/n-1)^nwhose nth term is an =converges or not.
Answer» Step-by-step EXPLANATION: ANSWER is: Q. If 102y = 25, then 10-y equals: (a) -1/5, (b) 1/625, (c) 1/50, (d) 1/25, (e) 1/5 Solution: 102y = 25 (10y)2 = 52 10y = 5 1/10y = 1/5 10-y = 1/5 Answer: (e)..

Define the convergence of a sequence (an) and verify whether the sequence(n+ 1/n-1)^nwhose nth term is an =converges or not.

Answer»

Step-by-step EXPLANATION:

ANSWER is:

Q. If 102y = 25, then 10-y equals:

(a) -1/5, (b) 1/625, (c) 1/50, (d) 1/25, (e) 1/5

Solution:

102y = 25

(10y)2 = 52

10y = 5

1/10y = 1/5

10-y = 1/5

Answer: (e)..

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Define the convergence of a sequence (an) and verify whether the sequence(n+ 1/n-1)^nwhose nth term is an =converges or not.​

ANSWER is:

Q. If 102y = 25, then 10-y equals:

(a) -1/5, (b) 1/625, (c) 1/50, (d) 1/25, (e) 1/5

Solution:

102y = 25

(10y)2 = 52

10y = 5

1/10y = 1/5

10-y = 1/5

Answer: (e)..

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Define the convergence of a sequence (an) and verify whether the sequence(n+ 1/n-1)^nwhose nth term is an =converges or not.