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13 Nov 2019
Part 2: The Average Value of a function over a region in R The average value of a function over the region R in the xy-plane is defined as fdA where Area(R)= dA ng Area(R) To find the average value of the product of the coordinates, xy, of points in the region R 10, al x 10, al for positive constant a: sketch the region of integration R and find its boundaries: 2.1. - find the area of the region by integration: Area(R) = J1dA compute the value of the integral of te function over the region R: -compute the average value of the function over the region R: å±.weatR !fdA
Part 2: The Average Value of a function over a region in R The average value of a function over the region R in the xy-plane is defined as fdA where Area(R)= dA ng Area(R) To find the average value of the product of the coordinates, xy, of points in the region R 10, al x 10, al for positive constant a: sketch the region of integration R and find its boundaries: 2.1. - find the area of the region by integration: Area(R) = J1dA compute the value of the integral of te function over the region R: -compute the average value of the function over the region R: å±.weatR !fdA
Trinidad TremblayLv2
5 Jan 2019