convert the parametric equation of the curve into rectangular form. sketch the graph. state the domain and range in rectangular form. find the first derivative along with any critical value. find the equation of the tangent line at the specified value.

$x (t) = t^{2} y (t) = ? t + 1 ? 3 ? t ? 4 t = ? 2$

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convert the parametric equation of the curve into rectangular form. sketch the graph. state the domain and range in rectangular form. find the first derivative along with any critical value. find the equation of the tangent line at the specified value.

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x (t) = t^{2} y (t) = ? t + 1 ? 3 ? t ? 4 t = ? 2

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