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12.4 – Find Sums of Infinite Geometric Series. Think about this… What will happen when n becomes really big? It will get closer and closer to zero.

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Presentation on theme: "12.4 – Find Sums of Infinite Geometric Series. Think about this… What will happen when n becomes really big? It will get closer and closer to zero."— Presentation transcript:

1 12.4 – Find Sums of Infinite Geometric Series

2 Think about this… What will happen when n becomes really big? It will get closer and closer to zero.

3 The Sum of an Infinite Geometric Series: ONLY IF: IF: there is no sum

4 1. Find the sum of the geometric series. a 1 = 5 r = < 1 25

5 2. Find the sum of the geometric series. a 1 = 1 r = < 1

6 3. Find the sum of the geometric series. a 1 = 1/2 r = > 1 No Sum

7 4. Find the sum of the geometric series. a 1 = 1 r = < 1

8 5. Find the sum of the geometric series. a 1 = 3 r = < 1

9 5. Find the sum of the geometric series. a 1 = 5 r = > 1 No Sum

10 6. Determine if the series is arithmetic, geometric, or infinite geometric. infinite geometric arithmetic geometric


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