d'y A curve is defined by the parametric equations z (t) = at² and y (t) = bt, where a and b are positive constants. What is dz² 4 A B C D 0 -b 201² -b 20²³ in terms of t?

Q: Find parametric equations for the line that is tangent to the given curve at the given parameter…

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Q: 1. Graph the line using parametric equations from t = 2 tot = 6. x = 10 – 2t, y = 3 – ÷t

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Q: 1.) Given the parametric equations: x=t'- 1 and y=f+t, find the 1ª and 2nd derivatives.

A: We will find the derivatives.

Q: The curve defined by any parametric equations X = f(t), y = g(t) is always a function.

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Q: dy Consider the parametric equations x = e' -1 and y=1-t. Which of the following represents dx 1-12…

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Q: x=t3/3  y=t2/2     0<t<1  resolve the parametric equation

A: Given that , x=t3/3  y=t2/2     0&lt;t&lt;1  Resolve the given parametric equation.

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A: Consider the given parametric equation as x=t-2 and y=12t+1