Examples of using Codomain in English and their translations into Thai
{-}
-
Colloquial
-
Ecclesiastic
-
Ecclesiastic
-
Computer
That's the codomain.
My codomain by definition is R3.
This is our codomain.
And then our codomain is going to be R2 just like that.
So what's our codomain?
So my codomain is R.
So that's our codomain.
Our codomain is r2, so this is much easier to visualize for us.
Now what is my codomain?
How does this codomain relate to range?
So S is a subset of our codomain Y.
If you're a member of your codomain-- this is the codomain right here, R2.
And we define this as the codomain.
Let's say that our codomain is R2.
So it's equivalent to the identity transformation in your codomain.
Our domain is Rn, and our codomain is also Rn.
You're not necessarily mapping to every point in the codomain.
It's definitely a member of the codomain, it's in R3.
We're picking them in the image of our codomain.
T-inverse is a mapping from your codomain to your domain.
And the set that we're mapping to, y, in this case, that's called the codomain.
It could be equal to the codomain.
What if we were to start with set Y, which is our codomain.
This by definition is the codomain.
Now what is my domain and my range and my codomain?
Now let's say I have some subset in my codomain.
Remember S was just these two points in our codomain.
Now the set that I'm mapping to is called the codomain.
It's definitely in here, and this by definition is the codomain.
In this example, the real numbers are the domain and the codomain.