Chapter 7: Q. 16 (page 656)
The Limit Comparison Test: Let and be two series with positive terms.
If , where L is ___, then either the series both converge or both diverge.
If and ___, then ___.
(There are two correct ways to fill in the last two blanks.)
Short Answer
Let and be two series with positive terms. If , where L is a finite positive number, then either the series both converge or both diverge.
If and role="math" localid="1649359537559" converges, then converges.