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Author Question: Find a nonparametric equation for the parametric curve x = t2 - 2t, y = t + 1. What kind of curve is it? (Read 73 times)

jhjkgdfhk

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Question 1

The parametrization  x = sec(t),  y = tan(t),  -∞  < t < ∞  represents half of a certain conic section. What kind of conic?
◦ a circle
◦ a parabola
◦ a hyperbola
◦ an ellipse
◦ a cone

Question 2

Find a nonparametric equation for the parametric curve x = t2 - 2t,  y = t + 1. What kind of curve is it?
◦ x = y2 - 4y + 1,  a  parabola
◦ x2 = - y2 - 4y + 5,  an ellipse
◦ x = y2 - 4y + 3,  a parabola
◦ x2 = y2 - 4y + 4,  a hyperbola
◦ x = -3y + 3,  a line


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Marked as best answer by jhjkgdfhk on May 26, 2021

Beatricemm

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jhjkgdfhk

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Reply 2 on: May 26, 2021
YES! Correct, THANKS for helping me on my review


connor417

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Reply 3 on: Yesterday
Excellent

 

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