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Definition
A function whose domain is the set of the first n positive integers. |
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Definition
A function whose domain is the set of positive integers. |
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Term
Finite series, or partial sum
Sn |
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Definition
the sum of the first n terms of sequence |
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Definition
the sum of all of the terms in an infinite sequence |
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Recursive Definition for a Sequence |
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Definition
a1 = the value of the first term
ak = some function of ak-1
or
a1=the value of the first term
ak+1 = some function of ak |
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Definition
A sequence in which the ratio of successive terms is the same. This constant ratio is r.
[image]
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Formula for Finite Sum of a
Geometric Sequence, Sn |
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Definition
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Formula for the nth term of a Geometric Sequence |
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Definition
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Term
Formula for an Infinite Geometric series, S
when |r|<1 |
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Definition
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Formula for the nth term of an Arithmetic Sequence |
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Definition
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Term
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Definition
A sequence in which the difference between consecutive terms is the same.
The common difference is d |
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Term
Formula for the sum of the first n terms of an Arithmetic Sequence (Sn) |
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Definition
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