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Find G(t) So That X = -1 + 3 Cos(t) \le

Question 61

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Find g(t) so that x = -1 + 3 cos(t) , y = g(t) , 0 \le t \le 2 π\pi provides a counterclockwise parametrization of the circle  Find g(t)  so that x = -1 + 3 cos(t) , y = g(t) , 0 \le  t  \le  2 \pi  provides a counterclockwise parametrization of the circle   +   + 2x - 4y = 4. A)  -2 + sin(t)  B)  2 - 3 sin(t)  C)  2 + 3 sin(t)  D)  3 - 2 sin(t)  E)  3 + 2 sin(t)  +  Find g(t)  so that x = -1 + 3 cos(t) , y = g(t) , 0 \le  t  \le  2 \pi  provides a counterclockwise parametrization of the circle   +   + 2x - 4y = 4. A)  -2 + sin(t)  B)  2 - 3 sin(t)  C)  2 + 3 sin(t)  D)  3 - 2 sin(t)  E)  3 + 2 sin(t)  + 2x - 4y = 4.


A) -2 + sin(t)
B) 2 - 3 sin(t)
C) 2 + 3 sin(t)
D) 3 - 2 sin(t)
E) 3 + 2 sin(t)

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