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[solution] » Homework Addition to 7.4 1. Recall the identity: r (urv) = ru rv + ur2v Verify it using the follow

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Homework Addition to 7.4 1. Recall the identity: r (urv) = ru rv + ur2v Verify it using the follow
More:Homework Addition to 7.4 1. Recall the identity: r (urv) = ru rv + ur2v Verify it using the following functions u; v: u = x + 2y v = x2 + 3xy + y2 2. Given ~F = h3x; xy; 2xzi, and R is the cube: 0 x 1, 0 y 1 and 0 z 1, then verify the divergence theorem: ZZZR div( ~F) dV = [email protected] ~F d~S= [email protected] ~F ~n ds 1

 







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