Respuesta :
The rectangular form of the parametric equation is y = x²/144.
What is a Parametric Equation?
The parametric equation is in which the dependent and independent variable are defined in terms of an individual parameter, converting it into rectangular form is called eliminating the parameter.
The parametric equation is converted into a Rectangular equation by keeping the value of the parameter from one equation in the other equation.
The parametric equations are:
x =6t
y = t²/4
t = x/6 from the equation 1
y = (x/6)²/4
y = x²/ (36 *4)
y = x²/144
To know more about Parametric Equations
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