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Accelerated Algebra 2 Definitions for Sequences and Series (Part One)

Puzzle Type: Educational
Teacher: Suzanne Owens
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Across
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A set of numbers in a particular order or pattern.
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Sum of the terms of an arithmetic sequence.
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A sequence that continues without end.
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Has an infinite number of terms
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Each term is determined by one or more of the previous terms. The Fibonacci sequence is an example.
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The sum of the first n terms and is denoted by S sub n.
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Terms between two nonconsecutive terms of a geometric sequence.
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The pattern that can be used to determine the coefficients of an expanded binomial (a+b)^n.
Down
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A series that has a sum.
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When a sequence continues without end, the infinity symbol is placed above the sigma notation.
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Each term is determined by adding a constant value to the previous term.
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A special recursive sequence that is found in nature. Every term in the list of ancestors is the sum of the previous two terms.
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Formed when the terms of a sequence are added.