Theorem. The Limit Comparison Test.
Suppose that
and
are series such that
a
_{n}
and
b
_{n}
are positive for all
n
.
If
then
and
are either both convergent or both divergent.
If
then
convergent implies that
is also convergent.
If
then
divergent implies that
is also divergent.
Exercises:
Solution [
Using Flash
] [
Using Java
]
Solution [
Using Flash
] [
Using Java
]
Solution [
Using Flash
] [
Using Java
]
Solution [
Using Flash
] [
Using Java
]
Drill Problems.