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Solved: For The Conic Section With Equation 7.) 3COSS (1pts. Each) A.) Find The Eccentricity, E FEy-3c0s0 B.) Find The Equation Of The Directrix Identify The Type Of Conic Section, And Find Its Vertic

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For the conic section with equation 7.) 3COSS (1pts. each) a.) Find the eccentricity, e FEy-3c0s0 b.) Find the equation of th



For the conic section with equation 7.) 3COSS (1pts. each) a.) Find the eccentricity, e FEy-3c0s0 b.) Find the equation of the directrix Identify the type of conic section, and find its vertices. c.)

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r = 3 / (4 - 3 cos) The given equation is of the form r = ed / (1 - e cos) r = 3 / (4 - 3 cos) => r = 3 / 4(1 - (3/4) cos) => r = (3 / 4) /(1 - (3/

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