In order to transform a parametric equation into a normal one, you need to do a process called “eliminating the parameter.” “Eliminating the parameter” is a phrase that means to turn a parametric equation that has x=f(t) and y=g(t) into just a relationship between y and x.
How do you remove parameters from a function?
- One of the easiest ways to eliminate the parameter is to simply solve one of the equations for the parameter (t t , in this case) and substitute that into the other equation. ...
- In this case we can easily solve y y for t t .
- Plugging this into the equation for x x gives the following algebraic equation,
How do you get rid of parameter t in a parametric equation?
In order to transform a parametric equation into a normal one, you need to do a process called “eliminating the parameter.” “Eliminating the parameter” is a phrase that means to turn a parametric equation that has x=f(t) and y=g(t) into just a relationship between y and x. You are eliminating t.
