Question Math 324 Assignment 3 (due October 1) Please remember to staple your assignment and to write the names of other students you may have worked with. 1. (3.
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Question Math 324 Assignment 6 (due October 29) 1. (7) If m ‰¥ 1 is an odd integer with exactly s di stinct prime factors, determine the integer N of Problem 4.7
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Question Math 324 Assignment 7 (due November 5) 1. (11.1 # 12 b)) Consider the quadratic congruence ax2 + bx + c ‰¡ 0 mod p, where p is an odd prime and a, b, c a
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Question Math 324 Assignment 8 (due November 12) 1. (6) If ‡ is a non-principal Dirichlet character mod q, show that ˆ‘ a mod q ‡(a) = 0. Hint: What happens
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Question Math 324 Assignment 9 (due November 19) 1. (6) Evaluate the Legendre symbol › 991 667 by the method of Section 11.2 2. (6) If k ‰¥ 3, show that
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Question CMPUT 204 | Winter 2011 Algorithms I Section B1 (Stewart) Midterm Exam 1 February 18, 2011 Last name: First name: Time allowed: 50 minutes. Place all answer
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Question CMPUT 204 | Winter 2011 Algorithms I Section B1 (Stewart) Midterm Exam 2March 25, 2011 Last name: First name: Time allowed: 50 minutes. Place all answers in
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