Provide an example: 1) A sequence with infinitely many terms equal to 1 and infinitely many...

Provide an example:

1) A sequence with infinitely many terms equal to 1 and infinitely many terms that are not equal to 1 that is convergent.

2) A sequence that converges to 1 and has exactly one term equal to 1.

3) A sequence that converges to 1, but all of its terms are irrational numbers.

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Colby Messinger answered 2 years ago

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Provide an example: 1) A sequence with infinitely many terms equal to 1 and infinitely many...

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