How do you convert #(y = 2 + x)# to parametric equation?
The general line equation in
this equation can be arranged as
The determination of
then supposing that
Now, the parametric representation.
We have a line point which is
Finally, the parametric line equation is
In the present case
parametrising a straight line is a bit of a waste of time unless you have an idea as to why you would want to do that.
or, put another way, the idea behind parameterisation is that you reduce the independent variables. in Cartesian x-y, it really kinda misses the point.