- #1
danago
Gold Member
- 1,123
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Hi. This isn't directly a homework question, but it will help in general.
Im having a little trouble understanding what the difference between a range and codomain is. For example, for the function [tex]f(x) = \frac{3}{{2x - 2}}[/tex], i understand that the domain is [tex]\{ x \in R:x \ne 1\}[/tex]. Now, i also believe that the possible values that can be outputted by the function is given by
[tex]
\{ f(x) \in R:f(x) \ne 0\}
[/tex]. Is this the codomain or range?
Thanks in advance,
Dan.
Im having a little trouble understanding what the difference between a range and codomain is. For example, for the function [tex]f(x) = \frac{3}{{2x - 2}}[/tex], i understand that the domain is [tex]\{ x \in R:x \ne 1\}[/tex]. Now, i also believe that the possible values that can be outputted by the function is given by
[tex]
\{ f(x) \in R:f(x) \ne 0\}
[/tex]. Is this the codomain or range?
Thanks in advance,
Dan.