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It's all about conic sections but it focuses on ellipses.
Typology: Exercises
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**Precalculus WEEK 3 Answer Sheet Name: _____________________________________ Section:
What I have LEARNED** Find the standard equation of the ellipse which satisfies the given conditions.
I. In the graphs below, determine the coordinates of the^ center (C) ,^ foci (F 1 ,F 2 ), vertices (V 1 ,V 2 ) and covertices(W 1 ,W 2 ). Label these points, then write its standard form.
II. Find the standard equation of the parabola which satisfies the given conditions. 1. covertices (-4,8) and (10,8), a focus at (3,12) 2. vertices (-10,-4) and (6,-4), and covertices (-2,-9) and (-2,1). III.Read the problem carefully then solve for what is asked. Show your solution on the space provided. 1. An orbit of a satellite around a planet is an ellipse, with the planet at one focus of this ellipse. The distance of the satellite from this star varies from 300,000 km to 500,000 km, attained when the satellite is at each of the two vertices. Find the equation of this ellipse, if its center is at the origin, and the vertices are on the x-axis. Assume all units are in 100,000 km.