1. (20 pts. total) Evaluate both sides of the Divergence Theorem of the given vector field D =xye−vay+z(xy)2az+(−y2+z)x

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1 20 Pts Total Evaluate Both Sides Of The Divergence Theorem Of The Given Vector Field D Xye Vay Z Xy 2az Y2 Z X 1 (52.17 KiB) Viewed 21 times

1. (20 pts. total) Evaluate both sides of the Divergence Theorem of the given vector field D =xye−vay+z(xy)2az+(−y2+z)x ax, that passes through the surfaces of the 250 cubic units square "box" parallelepiped. The lower limits of the parallelepiped are: x=1,y=−2,z=−3 2. (20 pts. total) Evaluate both sides of the Divergence Theorem of the given vector field D =−zcos(1.2φ)(aφ−aρ)+ρ−2zsin(1.2φ) az, with the following limits: ρ=2.5φ=0.35 rad to 1.35radz=−2 to 1.5​