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Match the parametric equations with the graphs (labeled I-VI). Give reasons for your choices.

$ x = \cos t $ , $ y = \sin t $ , $ z = \frac{1}{(1 + t^2)} $

$V I$

Vector Functions

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the problem, ese. Match the parametric equations with the laughs. Your reasons for your choices. Mexico to Kasai Inching. Why's it called society andan? See you seek with one over one past his squire. So we have square past y squared. It's a good one. The thing is, Richards and cereal and more of what So from a square plus y square. One way? No. How's the points on this crew of Ah, almost sunder? I square past my square. Here's why. On sea is founded by zero and one. So let's see. Look at the graph here. So only one, three, four and six the points on the roof off. Oh, it's a sign. Do I swear? That's why squarely could what? But only six say is Bonnie by zero and one. So Graff is six.