Match the vector field with the graph below.

S is a paraboloid bounded above by that we parameterize with

Use the Divergence Theorem to convert the flux integral into a triple integral where

Let  . Find a function such that

For which one of the following vector fields does there exist a vector field 

Match each object to one of the following parameterizations: A:

Let  . Find a function such that

Let C be the piecewise smooth closed curve comprising the straight lines from (0, 0, 0) to (4, 1, 3) to (6, 0, 4) to (2, -1, 1) and then back to (0, 0, 0). Evaluate

Let  . Find a function such that

An object is moved from (0, 2, 2) to (2, 3, 6) along the curve