IE_111_Spring_2011-_HW_1

# IE_111_Spring_2011-_HW_1 - IE 111 Spring 2011 Homework#1...

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IE 111 Spring 2011 Homework #1 Solve the following problems from the textbook: 2-2, 2-12, 2-16, 2-20, 2-22, 2-24, 2-26, 2-28 Also, Turn in the 3 in-class assigned work (below) with your hw set. 1) Your sample space example from 1/19 2) The solution to the last part of  the Venn diagram example you  completed in class (on 1/21) 3) Completion of the example we started in class - part c (on 1/21)   (from Lecture Notes page 12) Let S = {x|0<x<12} M = {x|1<x<9} and N= {x|0<x<5}. Find: (using positive INTEGERS) a) M N = { x | 0 < x < 9 } {1,2,3,4,5,6,7,8} b) M N = { x | 1 < x < 5 } {2,3,4} c) M = { x | x 1 and 9 x < 12 }, N = { x | 5 x < 12 } {1,9,10,11} { 5,6,7,…} M ′∩ N = { x | 9 x < 12 } {9,10,11,} SOLUTIONS: 2-2. Let e and o denote a bit in error and not in error ( o denotes okay), respectively. = oooo oeoo eooo eeoo oooe oeoe eooe eeoe ooeo oeeo eoeo eeeo

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## This note was uploaded on 02/07/2011 for the course IE 111 taught by Professor Storer during the Spring '07 term at Lehigh University .

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IE_111_Spring_2011-_HW_1 - IE 111 Spring 2011 Homework#1...

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