Algebra 2 Series and Summation Notation
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Algebra 2 Series and Summation Notation

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@RapturousSunflower

Questions and Answers

What does the term 'series' refer to?

  • A single term of a sequence
  • Indicated sum of the terms of a sequence (correct)
  • The product of a sequence
  • A sequence with no terms
  • What is summation notation?

    Uses the Greek letter (capital sigma) to denote the sum of a sequence defined by a rule

    What does the term 'partial term' refer to?

    Sum of a specified number of terms of a sequence

    Study Notes

    Series

    • Represents the total sum obtained from adding the terms of a sequence.
    • It can be finite or infinite, depending on the number of terms included.

    Summation Notation

    • Utilizes the Greek letter Sigma (Σ) to symbolize summation.
    • Provides a concise way to express the sum of a sequence defined by a specific rule or formula.
    • The general form includes limits to specify which terms to include in the summation.

    Partial Term

    • Refers to the sum calculated from a predetermined number of terms within a sequence.
    • Useful for evaluating the sum of the initial segments of a sequence without needing the entire series.

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    Description

    Explore key concepts in Algebra 2 related to series and summation notation through these flashcards. Each card provides essential definitions to help strengthen your understanding of sequences and the notation used to describe their sums.

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