Analyzing Polar Equations for Conic Sections
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Analyzing Polar Equations for Conic SectionsQuestions
- How do I find the directrix and focus of a parabola?
- How do I find the directrix of a hyperbola?
- How do I find the directrix of the parabola whose equation is #y=x^2/32#?
- How do I find the directrix of the parabola #y=2x^2#?
- Where is the vertical directrix of a conic if the denominator of its polar equation has the form #1-e cosq#?
- How do you find the points of intersection of the curves with polar equations #r=6costheta# and #r=2+2costheta#?
- How do you find the eccentricity, directrix, focus and classify the conic section #r=0.8/(1-0.8sintheta)#?
- How do you find the eccentricity, directrix, focus and classify the conic section #r=2/(1+2costheta)#?
- How do you find the eccentricity, directrix, focus and classify the conic section #r=10/(2-2sintheta)#?
- How do you find the eccentricity, directrix, focus and classify the conic section #r=8/(4-1.6sintheta)#?
- How do you find the eccentricity, directrix, focus and classify the conic section #r=14.4/(2-4.8costheta)#?
- How do you name the curve given by the conic #r=6#?
- How do you name the curve given by the conic #r=4/(1+costheta)#?
- How do you name the curve given by the conic #r=4/(1+2sintheta)#?
- How do you name the curve given by the conic #theta=(2pi)/3#?
- How do you name the curve given by the conic #r=6/(2+sintheta)#?