- # Copyright by Joseph Roy Mileti, 2004 PARTITION THEOREMS AND COMPUTABILITY THEORY
- Written Assignment 1 : Due Wednesday, February 2 Problem 1: If A is the augmented matrix of a linear system, and you obtain B from A by multiplying a
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- Written Assignment 2 : Due Friday, September 11 Problem 1: In each of the following parts, you are asked to draw a continuous function. You should sketch
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- Sample Written Assignment 2 Question: Explain why the method of u-substitution works.
- c Copyright by Joseph Roy Mileti, 2004 PARTITION THEOREMS AND COMPUTABILITY THEORY
- Written Assignment 4 : Due Wednesday, March 2 Problem 1: Recall that an arbirary function f : A B is called onto if for every b B, there exists a A
- Written Assignment 5 : Due Wednesday, March 9 Note: When we use the word or in mathematics, we mean that at least one of the options happens (so not
- Written Assignment 7 : Due Wednesday, April 13 Problem 1: Let a, b, c R and let
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- Sample Written Assignment 1 Question (Section 5.5, #54): Evaluate
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- Problem Set 1 Problem 1: Show that given any five integers, one can always find three whose sum is divisible by 3.
- Problem Set 12 Problem 1: Determine all triples (x, y, z) Z3
- Problem Set 10 Problem 1: Fix c R with 0 < c < 1. Define a sequence by letting a1 = 1 + c and an+1 = 1
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