1 Consider The Solid E That Lies Between The Surfaces And Lies Above

Consider The Solid That Lies Between The Surfaces And Lies Above The Surface Let The Boundary Surface Solid Let The

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1 Consider The Solid E That Lies Between The Surfaces And Lies Above The Surface Let S Be The Boundary Surface Of Solid E Let Be The Vector Field Evaluate The Surface Integral 2 Let C Be The Curve Of Intersection Of The Cylinder And The Surface The Curve C Is Oriented Counterclockwise When Viewed From Above Let Evaluate The Work Done By The Vector Field In Moving A Particle Along The Curve C 3 Let S Be The Surface Described By The Equation In Cylindrical Coordinates And Th Evaluate The Circulation Of Along C 4 Let S Be The Surface Of The Paraboloid For And Lies In The Plane Evaluate The Surface Integral If 5 Consider Vector With Surface S Is The Portion Of The Plane In The First Octant With Upward Orientation Calculate

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