Largest Rectangle That Can Be Inscribed in an Ellipse
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Interactive video lesson plan for: Calculus Optimization #nine: Largest Rectangle Inscribed in Ellipse
Activity overview:
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In this calculus optimization question, yous are asked to notice the largest rectangle that can be inscribed in the ellipse given by:
(x^2)/4 + (y^2)/9 = 1
Tagged under: calculus,optimzation,problem,derivative,maximum,minimum,test,optimize,maximize,surface area,rectangle,ellipse,free,online,math,university,loftier schoolhouse,AP examination,AP exam
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