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# (a) Sketch the curve by using the parametric equations to plot points. Indicat with an arrow the direction in which the curve is traced as $t$ increases.(b) Eliminate the parameter to find a Cartesian equation of the curve.$x = t^2$, $\quad y = t^3$

## (a) See Graph(b) $x=y^{2 / 3}, \quad x \geq 0$

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The problem is today scratch the curve by using the parametric equations to broth. Points indicate it was a mirage. Direction rages across its trist asked increases. I have a what he is too next to have access to. Or why is he going to connective it? But you got to meet you. Want Max and see to one. Why does he want zero taxes? Zero y zero. You want to see one like one? You could do accident. Or why is it then? Let's catch the curve. So first or inactive? Eight. Its point, Juan. Negative one. So you know, Cyril. Then one walk, warm it. That's a curve is like like this And Carol is direction in Vegeta curve is interest as increases. How to be eliminate is a parameter to find a Kardashian equation of the curve. Poppy. First of half, he is equal to Squadron X And we have Why is this photo this cube? So this is you go to act too three over too. This is condition. Question off the cliff

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#### Topics

Parametric Equations

Polar Coordinates

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