Geometric Sequences and Series


Related Topics:
More Lessons for Calculus
Math Worksheets




Share this page to Google Classroom

A series of free Calculus Video Lessons.
How to derive the formula to find the n-th term of a geometric sequence and and use the formula to find another term of the sequence?
How to find the sum of a finite or infinite geometric series?

The following diagrams show the formulas for Geometric Sequence and the sum of finite and infinite Geometric Series. Scroll down the page for more examples and solutions for Geometric Sequences and Geometric Series.
Geometric Series

A Quick Intro to Geometric Sequences
This video gives the definition of a geometric sequence and go through 4 examples, determining if each qualifies as a geometric sequence or not!




Geometric Sequences: A Formula for the ’n-th’ Term.
This video derives the formula to find the ’n-th’ term of a geometric sequence by considering an example and uses the formula to find another term of the sequence.

Finite Geometric Series
How to find the partial sum of an geometric sequence given the first term, the common ratio and n?

Infinite Geometric Series
How to determine the sum of an infinite geometric series, if the sum exists?

Infinite Geometric Series
How to determine if an infinite geometric series converges or diverges?

Geometric Series - Expressing a Decimal as a Rational Number
This video shows how to convert the number 5.1212121212….. into a fraction using geometric series.



Check out our most popular games!
Fraction Concoction Game
Fraction Concoction
Fact Family Game
Fact Family Game
Number Bond Garden Game
Number Bond
Garden
Online Addition Subtraction Game
Online Addition
Subtraction Game
Penguin Solitaire Game
Penguin Solitaire
Sawayama Solitaire Game
Sawayama
Solitaire
Ark Solitaire Game
Ark Solitaire
Eldritch Invasion Solitaire
Eldritch Invasion
Shenzhen Solitaire Game
Shenzhen
Solitaire

Check out more Solitaire games here.



We welcome your feedback, comments and questions about this site or page. Please submit your feedback or enquiries via our Feedback page.