(definition)
We call a function a sequence of real numbers. We denote this with .
Example
, , , , etc.
We can denote this with:
Sequences can be increasing or decreasing, and they can also have a limit.
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(definition)
We call a function f:N→R a sequence of real numbers. We denote this with {an}n∈N.
Example
a1=1, a2=3, a3=5, a4=7, etc.
We can denote this with:
- an=2n−1
- {2n−1}n∈N
Sequences can be increasing or decreasing, and they can also have a limit.