This preview has intentionally blurred sections. Sign up to view the full version.
View Full Document
Unformatted text preview: MATH 137 Assignment 4 Due by: 11 a.m. , Friday, October 16 Clearly put your name and I.D. number on the first page of your assignment solu tions and underline your last name. Submit your solutions in the same order as that of the questions appearing herein. Feel free to copy and use the assignment templates that appear on UWACE. Attempt the questions on your own, but if you get help or collaborate with some one, then acknowledge the names of those who helped you. Your solutions must have legible handwriting, and must be presented in clear, concise and logical steps that fully reveal what you are doing. Use of good English sentences to explain your reasoning is highly encouraged. Questions such as those to be handed in, as well as those that are recommended, may appear on exams. To avoid frustration and disappointment, get started on your assignment early . The following problems from Stewarts book are recommended . Make sure you can solve problems such as these. Section 2.6, pp. 140143 # 17, 19, 23, 25, 33, 35, 53, 57 Note. You dont need a graphing calculator to do # 53. Section 2.7, pp. 150153 # 15, 21, 23, 27, 51 Section 2.8, pp. 162165 # 35, 37, 41, 51, 55 Hint for # 55. Given f ( x ) = f ( x ) , you need to prove that f ( x ) = f ( x ) . Well, f ( x ) = lim h f ( x + h ) f ( x ) h . Now put t = h into the above Newton quotient, use the fact f is even, and observe that h if and only if t ....
View
Full Document
 Fall '08
 SPEZIALE
 Math, Calculus, Derivative, Mathematical analysis

Click to edit the document details