area-between-polar-curves-r-2coso-and-r-4coso

Multivariable Calculus: Find the area between the polar curves r = 2/cos(theta) and r = 4cos(theta) where x is greater than 2. We use the integration formula for regions defined by polar coordinates in the plane and verify our answer by using a familiar formula.

Tagged under: Mathematics,multivariable,calculus,polar,curve,coordinate,area,integration,limit,antiderivative

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