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1. a) Let D = {(x,y) = R : x 1, y 1}. Show that the improper integral 1 L61 +7922 dzdy xy) D
1. a) Let D = {(x,y) = R : x 1, y 1}. Show that the improper integral 1 L61 +7922 dzdy xy) D is convergent and compute the value of the integral. (Ch. 14.3) (2 p) b) Let K = {1 x + 2z 2, 0 3x + y + 2z 2, 1 x + 2y 3} and p(x,y,z) = -x + 2y be the density (mass/volume unit) of K. Find the mass of K. (Ch. 14.6, 14.7) (2p)
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An Introduction to Analysis
Authors: William R. Wade
4th edition
132296381, 978-0132296380
