4038T1Su2010_Solutions

# 4038T1Su2010_Solutions - Test#1 Math 4038 June 2010 Print...

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Unformatted text preview: Test #1 Math 4038 June 2010 Print Your Name Here: • Show all work in the space provided. We can give credit only for what you write! Indicate clearly if you continue on the back side , and write your name at the top of the scratch sheet if you will turn it in for grading. • No books or notes are allowed . A scientific calculator is allowed—but it is not needed. If you use a calculator, you must still write out the operations performed on the calculator to show that you know how to solve the problem and did not just guess or remember the answer. Please do not replace precise answers with decimal approximations. • There are five (5) problems: Maximum total score = 100. 1. Evaluate the line integral Z C F · d r if F ( x, y ) = e x i + e y j and C is an arc of the circle of radius 1 centered at (0 , 0) going from (1 , 0) to (0 , − 1) clockwise . 2. Let F ( x, y, z ) = yz i + ( xz + 1) j + ( xy + 1) k ....
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## This note was uploaded on 01/06/2012 for the course MATH 4038 taught by Professor Staff during the Summer '08 term at LSU.

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4038T1Su2010_Solutions - Test#1 Math 4038 June 2010 Print...

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