Exam Three: Sequences and Summations

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10 Terms

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Sequence

A function with domain that is a subset of the set of integers

2
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Geometric Sequence

A sequence of the form a, ar, ar², …, where a and r are real numbers

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Arithmetic Sequence

A sequence of the form a, a + d, a + 2d, …, where a and d are real numbers

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Recurrence Relation

An equation that expresses the nth term an of a sequence in terms of one or more of the previous terms of the sequence for all integers n greater than a particular integer

<p>An equation that expresses the nth term a<sub>n</sub> of a sequence in terms of one or more of the previous terms of the sequence for all integers n greater than a particular integer</p>
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Closed-Form Solution

When we say that we have solved the recurrence relation together with the initial conditions when we find an explicit formula, this is for the terms of the sequence

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Method: Solution by Iteration

When you repeatedly use the recurrence relation??

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Summation

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Index of Summation

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Arithmetic Properties of Summation

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Closed-Form Solutions (Table 2)