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##### MATH 381 - Discrete Math Model - Washington Study Resources
• 90 Pages
###### 381notes

School: Washington

Course: Discrete Math Model

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• 4 Pages
• ###### Homework 1 Winter 2007 Solutions
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###### Homework 1 Winter 2007 Solutions

School: Washington

Course: Discrete Mathematical Modeling

Math 381 Solutions for HW #1 Greenbaum January 17, 2007 Solutions for HW #1 1. (a) There are 5! = 120 ways to make a cycle starting at London and visiting 5 other cities. (b) We need to construct a minimal spanning tree for the following network. London 3

• 2 Pages
###### Homework 1 Winter 2007

School: Washington

Course: Discrete Mathematical Modeling

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• 1 Page
###### Homework 2 Winter 2007

School: Washington

Course: Discrete Mathematical Modeling

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• 8 Pages
• ###### Midterm Exam Practice Winter 2007 Solutions
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###### Midterm Exam Practice Winter 2007 Solutions

School: Washington

Course: Discrete Mathematical Modeling

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• 4 Pages
• ###### Midterm Exam Practice Winter 2007
• Register Now
###### Midterm Exam Practice Winter 2007

School: Washington

Course: Discrete Mathematical Modeling

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• 2 Pages
###### Homework 6 Winter 2007

School: Washington

Course: Discrete Mathematical Modeling

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• 5 Pages
###### Homework 5 Winter 2007

School: Washington

Course: Discrete Mathematical Modeling

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• 2 Pages
###### Homework 4 Winter 2007

School: Washington

Course: Discrete Mathematical Modeling

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• 3 Pages
###### Homework 3 Winter 2007

School: Washington

Course: Discrete Mathematical Modeling

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• 7 Pages
• ###### Homework 3 Winter 2007 Solutions
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###### Homework 3 Winter 2007 Solutions

School: Washington

Course: Discrete Mathematical Modeling

Math 381 Solutions to HW #3 Greenbaum February 4, 2007 Solutions for HW #3 Problem 1 One way to make a discrete random variable K taking values 1 . . . 6 from a uniform(0,1) variable U is to break the interval [0,1] into sixths and see which sixth K lands

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