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Flashcards in Converge vs. Diverge Deck (16)
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1

If the terms of a sequence don't approach 0

2

What is a geometric series?

 

When does it converge and when does it diverge?

3

What is a p-series?

 

When does it converge and when does it diverge?

4

What is the TEST FOR DIVERGENCE?

 

When does it converge and when does it diverge?

5

What is the INTEGRAL TEST?

 

When does it converge and when does it diverge?

6

What are the conditions of the integral test?

series must be decreasing and continuous

7

What are 3 tests used to show that a series is decreasing?

8

What is an infinite geometric series?

 

When does it converge and when diverge?

9

What is the LIMIT COMPARISON TEST?

use another series to compare to 

10

What is the COMPARISON TEST?

compare to another series 

11

When do you use the comp/limit comp tests?

For infinite geometric series or something that resembles the p-series 

12

If a series has negative terms, which tests do you use?

ABSOLUTE CONV TEST and/or ALTERNATING SERIES TEST 

13

What is the ABSOLUTE CONV TEST?

14

What is the ALTERNATING SERIES TEST?

15

What is the RATIO TEST?

16

What is the ROOT TEST?