1 answer

The solid S sits below the plane z = 2x + 5 and above the region...

Question:

The solid S sits below the plane z = 2x + 5 and above the region in the xy-plane where 1 < x2 + y2 = 4 and x + y < 0. The vol

The solid S sits below the plane z = 2x + 5 and above the region in the xy-plane where 1 < x2 + y2 = 4 and x + y < 0. The volume of S is:

Answers

Polas coordinate transformation Alfo f(xy) da PC7638,85mbyxords E * Call (X=8G5Q {y=rsino Scanned with CS CamScanner SU KY TEProjection of Region on x-y plane ay X ابرار Y=- Scanned with CamScannerVolime |(2X+5.) dy dx (1) 75*745+7 Xtysol Let us use Polar coordinate transformation X=8 Cosa Y=r sind x² + y2= Changed to 8=Region of integration in Polas system IS832. 31 co s IT f t 71 So eq. u Becomes Volume = (27650 +5.7 drdo f fire &=317 ra + J

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