13.4 Limits at Infinity & Limits of Sequences

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Last updated 4:58 PM on 8/4/22
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5 Terms

1
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Limit at infinity
The values of f(x) can be made arbitrarily close to L by making x sufficiently large
2
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Limit at negative infinity
The same process as limits at positive infinity
3
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Horizontal asymptote
The line y=L if the limit at infinity is L
4
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Converges
If the limit of the infinite sequence exists, then it ________
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Diverges
If the limit of the infinite sequence does not exist, then it ________