Use the definition of limit to prove that the sequence 1/√n+1 conver

1.	Use the definition of limit to prove that the sequence 1/√n+1 converges to zero
Answer» pls mark me as brainlest Step-by-step explanation:A FUNCTION is divergent if it fails to converge to a single number. It doesn't have to veer off to some large value to be CONSIDERED divergent. The function SIN(X) OSCILLATES between 1 and -1 forever, so it never converges to a single number.

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Use the definition of limit to prove that the sequence 1/√n+1 converges to zero ​

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Use the definition of limit to prove that the sequence 1/√n+1 converges to zero