Series Convergence Quiz

For a geometric series, the series converges if which of the following is true?

• A) |r| > 1

• B) |r| = 1

• C) |r| < 1

• D) |r| = r = 0

If a series is a p-series, the series converges if p is:

• A) Equal to 1

• B) Less than 1

• C) Greater than 1

• D) Less than 0

When using the integral test, the series converges if the integral of f(x)dx is:

• A) Divergent

• B) Convergent

• C) Equal to zero

• D) Greater than 1

• A) Converges

• B) Diverges

• C) Can be either convergent or divergent

• D) Is inconclusive

• A) Converges absolutely

• B) Diverges

• C) Converges conditionally

• D) Is inconclusive

• A) Converges absolutely

• B) Diverges

• C) Converges conditionally

• D) Is inconclusive

• A) Converges absolutely

• B) Diverges

• C) Converges conditionally

• D) Is inconclusive

• Converges

• Diverges

• Inconclusive

• Converges with a sum 16

For a geometric series with r = -0.5, the series:

• Converges

• Diverges

• Inconclusive