Domain Is X Axis
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Domain oo range 0 graph 0 00000000000000000000000x 10 10 5 5 after seeing the graph we can see that there is no height in the graph.
Domain is x axis. When we have a function eg. The domain of a function is the defined values of the given function in the x axis. However the domain is going from one side of the graph to the other.
On the other hand the range is the defined values in the y axis. X y and is alternatively denoted as. One is independent called domain and other is dependent called range.
I suppose that your domain would usually be graphed along the horizontal axis commonly called the x axis even when there is. It is just staying at y 0. It is the set x in the notation f.
It is going from positive infinity to negative infinity. However this coincidence is no longer true for a partial function. Don t confuse axis and domain.
Range is the same thing but y values. In other words for two dimensional cartesian coordinate system or xy system the variable along x axis is called as domain and along y axis is called as range. The domain refers to the variable that is changing in an equation.
It is not rising or falling. F x x domain is how widely the function spreads on x axis. That s the domain marked as.
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