Describe the curve x = 3 - cos(t), y = -2 + 2 sin(t).

[tnt_battle]

Question 1

Find a single equation in  x  and  y  that represents the parametric curve  x = 4t + ,  y = 2t - .
◦ y² - 4x² = 16
◦ x² + 4y² = 16
◦ x² - 4y² = 16
◦ 4x² - y² = 16
◦ 4x² + y² = 16

Question 2

Describe the curve  x = 3 - cos(t),  y = -2 + 2 sin(t).
◦ ellipse, centre (3, -2)  with major axis along the line  x = 3
◦ ellipse, centre (3, -2)  with major axis along the line  y = -2
◦ hyperbola, centre (3, -2)  with transverse axis along the line  x = -3
◦ ellipse, centre (-3, 2)  with major axis along the line  x = -3
◦ hyperbola, centre (3, -2)  with transverse axis along the line  x = 3

[cdmart10]

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[tnt_battle]

Great answer, keep it coming

[triiciiaa]

Thanks for the timely response, appreciate it