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    mrenney Posts: 18, Reputation: 1
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    Dec 7, 2010, 03:48 PM
    Using parametric equations to produce one curve (written as x = x(t) and y= y(t)
    that has the following characteristics:

    At t=0, the curve starts at the point (-4,4), travels to (3,-1) along an interesting non linear path, and returns to (-4,4) along a curved path that is a reflection of the path from (-4,4) to (3,-1) across the line through (-4,4) and (3,-1). Describe briefly how you can systematically come up with such a curve( in other words, what properties of parametric equations can you use to come up with such a curve if you were given different points)?

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