To find: The definition of the given term.
The parametric curve is defined.
The given term is parametric curve.
Consider the functions for are and , where is the parameter and the parametric equation are and .
For every value of there is a point , this points can be plotted on the coordinate plane and as the value of changes the value of the points also changes from the curve known as the parametric curve.
To find: The way in which the parametric curve is obtained.
The parametric curve is obtained by joining the parametric points.
The value of the parameter is changed to obtain the points that are plotted on the parametric curve. When all the points are joined the parametric curve is obtained.
To find: The way in which the parametric curve is more useful than the curve of the form .
The parametric curve is more important as it gives useful points to plot on the coordinate plane.
The parametric curve is more important than the curve obtained by the function of the form because the parameter curve have different points on the curve that are obtained by varying the parameter .
Subscribe to bartleby learn! Ask subject matter experts 30 homework questions each month. Plus, you’ll have access to millions of step-by-step textbook answers!