Unformatted text preview: AMath 250 Instructions ASSIGNMENT 4 Fall 2010 This assignment is due: 4:00 PM on Wednesday, October 13. Late assignments will not be accepted, but you may submit your assignment any time before the deadline. Submit all problems by in drop box 6, slots 8-11 (across from MC 4066). All solutions must be clearly stated and fully justiﬁed. Please acknowledge anyone who has helped you complete your assignment. Before you hand in your assignment, please place on the cover of your assigment • your full name and student number • either your tutorial section number or when your tutorial starts Selected questions from your assignment will be graded by the TAs, and your work and returned during your tutorial. Please pick up your assignment when you are there. Please also review your graded assignment, and if you have any questions about the way the assignment was graded, please contact one of the TAs. Assignment grades and full solutions will be posted on UWACE. Questions From Problem Set 2 in the Course Notes: • Question 2 • Question 3 • Question 4 a), b), c) • Question 11 • Question 12 • Question 13: assume that η = ML−1 T −1 , and P = ML2 T −3 . The Greek letter η is the lowercase eta. ...
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This note was uploaded on 12/12/2010 for the course MATH 250 taught by Professor Harmsworth during the Fall '10 term at Waterloo.
- Fall '10