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midtermwinter_info - Theorem; pg 72 of text Taylors Theorem...

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Math 237 Midterm Information Tuesday, Feb 24th, 4:30 - 6:20 pm Room Assignments: Lec 001 : MC 4021 Lec 002 : MC 4045 A - L : MC 4059 M - Z Lec 003 : MC 2017 A - P : MC 2054 Q - Z Material Covered: Chapter 1 - 8 (Assignments 1-4) Information: - You will not be asked to draw a 3 dimensional surface, but you may be asked to draw level curves and cross-sections. These may include lines, circles, ellipses, parabolas, hyperbola and absolute values. - You need to know ALL definitions and statements of theorems. - You need to know the proofs of the following theorems: Squeeze Theorem; (Theorem 1) pg 16 of text Differentiablity implies Continuity Theorem; pg 48 of text D ˆ u f ( a, b ) = f ( a, b ) · ˆ u
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Unformatted text preview: Theorem; pg 72 of text Taylors Theorem with second degree remainder; pg 93 of text- You may be asked to present your WATcard during the test.- As usual, you must justify your work by referring to denitions and theorems where appropriate and make sure to check all hypothesis of any result before using it. The questions on the midterm will be similar to those from assignments, tutorials, short test and from examples in class. In addition to reviewing assignment 1-4, it is highly recommended that you do additional problems from Problem Sets 1 - 4 in the course notes. No calculators, cell phones, ipods, blackberries, etc will be allowed....
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This note was uploaded on 04/18/2010 for the course MATH 237 taught by Professor Wolczuk during the Spring '08 term at Waterloo.

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