Let's take a look at a couple more examples. Example 1 Evaluate x = t^2 and y = t - 5 for t = 2. To answer this problem, we plug in our value for t into both of our equations. We get
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Parametric Equations Parametric equations are presented with examples and their solutions. More questions with solutions are included. Examples Example 1 Some curves are best
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y = 3x2−ln(4x +2) y = 3 x 2 − ln ( 4 x + 2) Solution x2 +y2 = 36 x 2 + y 2 = 36 and the parametric curve resulting from the parametric equations should be at (6,0) ( 6, 0) when t = 0 t
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