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College Algebra: Help and Review27 chapters | 229 lessons | 1 flashcard set

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Arithmetic series can be finite or infinite, and they can be simplified into a summation notation. In this quiz, you will be tested not only on calculating arithmetic series, but also on how to write the summation notation.

This quiz should help you with regards to:

- Writing arithmetic series with summation notation
- Writing an arithmetic series when given the summation notation
- Recognizing arithmetic series
- Finding the sum of an arithmetic series

**Reading comprehension**- draw the most pertinent information on arithmetic series from the corresponding lesson**Critical thinking**- use this information to find arithmetic series when given summation notation**Problem solving**- find the sum of finite arithmetic series

More information can be found in the lesson titled Arithmetic Series: Formula, Equation & Quiz. This lesson covers the following objectives:

- Define 'arithmetic series'
- Explain summation notations
- Explore examples of applying summation notations
- Know the difference between finite and infinite arithmetic series and their summation notations
- Understand how to calculate the sum of a finite arithmetic series
- Examine examples of calculating the sum of a finite arithmetic series

You are viewing lesson
Lesson
8 in chapter 26 of the course:

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College Algebra: Help and Review27 chapters | 229 lessons | 1 flashcard set

- Go to Fractions

- Go to Factoring

- What is a Mathematical Sequence? 5:37
- How to Find and Classify an Arithmetic Sequence 9:09
- Finding and Classifying Geometric Sequences 9:17
- Summation Notation and Mathematical Series 6:01
- How to Calculate an Arithmetic Series 5:45
- How to Calculate a Geometric Series 9:15
- Arithmetic and Geometric Series: Practice Problems 10:59
- Arithmetic Series: Formula & Equation 5:02
- Infinite Series: Applications, Formula & Examples
- Maclaurin Series for ln(1+x): How-to & Steps 9:26
- Taylor Series for sin(x): How-to & Steps
- Taylor Series for ln(1+x): How-to & Steps 10:29
- Representing the ln(1-x) Power Series: How-to & Steps
- Go to Sequences and Series: Help and Review

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