Trigonometry-uppose that a comet travels in a parabolic orbit with the Sun

| August 30, 2017

Question
Suppose that a comet travels in a parabolic orbit with the Sun as its focus. Position a polar coordinate

system with the pole at the Sun and the axis of the orbit perpendicular to the polar axis. When the

comet is 100 million kilometers from the sun, the segment of the coment to the Sun makes the angle

π/4. Find a polar equation of the orbit, assuming that the directrix lies above the pole.

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