a) A curve has the parametric equation given as x = 4+3 cos 0 y = 3 sin 0 – 2. i) Convert the parametric equations into Cartesian equations. ii) Hence, using part (i) sketch the graph.

Trigonometry (MindTap Course List)
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Chapter6: Topics In Analytic Geometry
Section: Chapter Questions
Problem 44CT
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a) A curve has the parametric equation given as
x = 4+3 cos 0
y = 3 sin 0 – 2.
i)
Convert the parametric equations into Cartesian equations.
ii)
Hence, using part (i) sketch the graph.
b) Convert the polar coordinates for the point P with the Cartesian coordinate (5/3,-5)
and plot your answer. Hence, state the other two representations of the polar coordinates
obtained.
Transcribed Image Text:a) A curve has the parametric equation given as x = 4+3 cos 0 y = 3 sin 0 – 2. i) Convert the parametric equations into Cartesian equations. ii) Hence, using part (i) sketch the graph. b) Convert the polar coordinates for the point P with the Cartesian coordinate (5/3,-5) and plot your answer. Hence, state the other two representations of the polar coordinates obtained.
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