Consider the following set of parametric equations. Clearly sketch the plane curve that they describe using our ‘Analysis of Intervals’ technique. Label in your graph all intercepts and points at...

Consider the following set of parametric equations. Clearly sketch the plane curve that they describe using our ‘Analysis of Intervals’ technique. Label in your graph all intercepts and points at which the tangent is vertical or horizontal. In addition, write, but do not evaluate, two integrals. One which would determine the area between the two x- intercepts and one which would determine the length of the plane curve that lies between the two x-intercepts.


Extracted text: X = t? – 4t 2 y = t° - t?