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Analytic geometry and calculus (1917)

Woods, Frederick S. (Frederick Shenstone), 1864-, Bailey, Frederick H. (Frederick Harold), 1865- · Boston, New York [etc.] Ginn and Company · leaf 397

An illustration from Analytic geometry and calculus, 1917, leaf 397
dxdy over the areaA CUD, and also find that area. 380 MULTIPLE INTEGRALS The area is the area of a quadrant of the ellipse less the area of thetriangle formed by the coordinate axes and the chord, and accordingly is \(Trab)- \ah= \ ah{ir-2). For the integrals the limits ofintegration with respect… … f fa ° ydxdy = — f°(- b°-x + dPz)dx Jo Jab-bx CpJo b2a. Therefore 2 6 3(*-2) 8(»-2) Ex. 2. Find the center of gravity of the area bounded by the two circlesr = a cos 0, r = b cos 6. (J> > a) It is evident from the symmetryof the area (fig. 221) that y = 0. As p is constant, the denominatorof…

Geometry, Analytic · Calculus

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