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Definition
| function whose domain is the set of consecutive integers |
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| the values in the range of a sequence |
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Definition
| has a limited number of terms |
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Definition
| continues without stopping |
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| the resulting expression when the terms of a sequence are added together |
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Definition
| uses the uppercase Greek letter sigma to write a series |
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Definition
| the difference of consecutive terms is contant |
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Definition
| the constant difference between terms denoted by d |
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| rule for an arithmetic sequence |
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| expression formed by adding the terms of an arithmetic sequence |
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| sum of a finite arithmetic series |
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Definition
| ssubn=(n/2)(asub1+asubn) or Ssubn=(n/2)(2asub1+(n-1)d) |
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Definition
| the ratio of any term to the previous term is constant |
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Definition
| constant ratio of terms denoted by r |
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| sum of a finite geometric series |
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Definition
| ssubn=(a(1-rtothen))/(1-r) |
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