This might seem unbelievable at first, but for a certain class of geometric sequences, we can take the sum of all the infinite terms in the sequence and end up with a finite number! This sum is called an infinite geometric series. Learn when and how it can be found.
5823_Infinite_geometric_series_word_problem_repeating_decimal.html
5818_Worked_example_convergent_geometric_series.html
5820_Infinite_geometric_series_formula_justification_.html
5822_Infinite_geometric_series_word_problem_bouncing_ball.html
5819_Worked_example_divergent_geometric_series.html
5821_Infinite_geometric_series_as_a_limit.html
5824_Convergent_divergent_geometric_series_with_manipulation_.html
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