ÿþ<?xml version="1.0" encoding="UTF-16"?>
<Presentation>
<pptaddin>Articulate Presenter version 6 Pro,build10</pptaddin>
<Filename>C:\Documents and Settings\hargisr\My Documents\MAT120\ppt\unit1\modified\003_Sets-TheFourSetOperations3.ppt</Filename>
<LmsProperties>
<protocol>
<method/>
<version/>
</protocol>
<completion>
<method/>
<threshold/>
<target/>
</completion>
</LmsProperties>
<BuiltinProperties>
<Title><![CDATA[Lesson 3: The Four Set Operations]]></Title>
<BasePath>003_Sets-TheFourSetOperations3</BasePath>
<PresenterName><![CDATA[]]></PresenterName>
<PresenterTitle><![CDATA[]]></PresenterTitle>
<PresenterCompany><![CDATA[]]></PresenterCompany>
<PresenterEmail><![CDATA[]]></PresenterEmail>
<PresenterBio><![CDATA[]]></PresenterBio>
<PresenterPhoto/>
</BuiltinProperties>
<References>
<Doc>
<Title><![CDATA[Printer-Friendly Version of this Presentation]]></Title>
<Type>file</Type>
<Data><![CDATA[003_sets-thefoursetoperations3.pdf]]></Data>
</Doc>
</References>
<Slides>
<Slide id="d8e55d90-cb35-4fdc-bd4d-2e387f54a2b6">
<Filename>slide1.swf</Filename>
<BackgroundFile>bgd1l1.swf</BackgroundFile>
<Title><![CDATA[The Four Set Operations]]></Title>
<Notes><![CDATA[Text   Chapter 2   Section 3]]></Notes>
<notesswfbig>notes/notesbig1.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall1.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[The Four Set Operations Complement, Intersection, Union  and Set Difference  Text   Chapter 2   Section 3 ]]></SlideText>
<framerate>30</framerate>
</Slide>
<Slide id="5fb4027e-2922-4c31-8429-1b7fbc40a8ea">
<Filename>slide2.swf</Filename>
<BackgroundFile>bgd1l2.swf</BackgroundFile>
<Title><![CDATA[Set Complement]]></Title>
<Notes><![CDATA[No in-class assignment problem]]></Notes>
<notesswfbig>notes/notesbig2.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall2.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[The complement of a set, A,  (Denoted A2 ) is the set of all elements of the Universal set that do not belong to set A.    Note:  The number of elements in A plus the number of elements in A  equals the number of elements in U.    Set Complement No in-class assignment problem ]]></SlideText>
<framerate>30</framerate>
</Slide>
<Slide id="4007e69b-0fee-48cc-b78d-e8d32f118428">
<Filename>slide3.swf</Filename>
<BackgroundFile>bgd1l2.swf</BackgroundFile>
<Title><![CDATA[Set Complement   Venn Diagram]]></Title>
<Notes><![CDATA[In-class Assignment: 3.  1 - 3]]></Notes>
<notesswfbig>notes/notesbig3.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall3.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[The shaded area is  the Complement of the set B.   The shaded area is the Complement of the set C.     Set Complement   Venn Diagram B A A B C In-class Assignment: 3.  1 - 3 ]]></SlideText>
<framerate>30</framerate>
</Slide>
<Slide id="c6d2c766-845a-4c63-98e6-428ee33d8d72">
<Filename>slide4.swf</Filename>
<BackgroundFile>bgd1l2.swf</BackgroundFile>
<Title><![CDATA[Set Intersection]]></Title>
<Notes><![CDATA[No in-class assignment problem]]></Notes>
<notesswfbig>notes/notesbig4.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall4.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[The intersection of two sets, A and B, (Denoted as A    B) is the set of elements that belong to A and B.  If    Then  Set Intersection No in-class assignment problem ]]></SlideText>
<framerate>30</framerate>
</Slide>
<Slide id="0159242b-f5a6-49c4-add1-4eee81bd2e94">
<Filename>slide5.swf</Filename>
<BackgroundFile>bgd1l2.swf</BackgroundFile>
<Title><![CDATA[Set Intersection in Venn Diagrams]]></Title>
<Notes><![CDATA[In-class Assignment  3,  4 - 6]]></Notes>
<notesswfbig>notes/notesbig5.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall5.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[The diagram below shows the intersection of sets A and B.    Note: Each of the areas in the diagram can be verbally described. The area with the letter C in it represents all elements that belong to set C but do not belong to sets A and B. Set Intersection in Venn Diagrams In-class Assignment  3,  4 - 6 ]]></SlideText>
<framerate>30</framerate>
</Slide>
<Slide id="be34e976-3c42-4d8d-940e-f3678ea2c5a4">
<Filename>slide6.swf</Filename>
<BackgroundFile>bgd1l2.swf</BackgroundFile>
<Title><![CDATA[Set Union]]></Title>
<Notes><![CDATA[No in-class assignment problem]]></Notes>
<notesswfbig>notes/notesbig6.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall6.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[The union of two sets A and B (Denoted  A    B) is the set of elements that belong to A or B. The word  or  is the inclusive word which includes the elements that belong to both A and B. If    Then   Set Union No in-class assignment problem ]]></SlideText>
<framerate>30</framerate>
</Slide>
<Slide id="f1eaf140-c1fc-409a-bdf1-c3617ec35363">
<Filename>slide7.swf</Filename>
<BackgroundFile>bgd1l4.swf</BackgroundFile>
<Title><![CDATA[Set Union in Venn Diagrams]]></Title>
<Notes><![CDATA[In-class Assignment 3,  7 - 9]]></Notes>
<notesswfbig>notes/notesbig7.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall7.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[The diagram at the right shows the union of sets A and C. Note: The intersection of sets A and C is included in the union of the 2 sets. Set Union in Venn Diagrams In-class Assignment 3,  7 - 9 ]]></SlideText>
<framerate>30</framerate>
</Slide>
<Slide id="1939ac14-a952-4491-9031-8074d8cb3e2f">
<Filename>slide8.swf</Filename>
<BackgroundFile>bgd1l2.swf</BackgroundFile>
<Title><![CDATA[Set Difference]]></Title>
<Notes><![CDATA[In-class assignment 3 - 8 ]]></Notes>
<notesswfbig>notes/notesbig8.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall8.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[The set difference of two sets A and B  (Denoted A- B) is the set of the elements of set A that do not belong to set B. If   Then   Note:  There should be no elements of the second set in the set difference.  Set Difference In-class assignment 3 - 8  ]]></SlideText>
<framerate>30</framerate>
</Slide>
<Slide id="54f4779b-de03-4e7d-9149-477bd81d5970">
<Filename>slide9.swf</Filename>
<BackgroundFile>bgd1l2.swf</BackgroundFile>
<Title><![CDATA[Set Difference in Venn Diagrams]]></Title>
<Notes><![CDATA[In-class assignment 3,  10 -11]]></Notes>
<notesswfbig>notes/notesbig9.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall9.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[The diagram below shows the set difference of sets C and B.   The order of the sets is important.  That is                         .   Set Difference in Venn Diagrams In-class assignment 3,  10 -11 ]]></SlideText>
<framerate>30</framerate>
</Slide>
<Slide id="fb8b5ef9-93f5-4bd7-89dd-5b1797b8fe2c">
<Filename>slide10.swf</Filename>
<BackgroundFile>bgd1l4.swf</BackgroundFile>
<Title><![CDATA[Combination of Set Operations]]></Title>
<Notes><![CDATA[In-class Assignment 3 - 10]]></Notes>
<notesswfbig>notes/notesbig10.swf</notesswfbig>
<NotesHeightBig>22</NotesHeightBig>
<notesswfsmall>notes/notessmall10.swf</notesswfsmall>
<NotesHeightSmall>22</NotesHeightSmall>
<SlideTime>90</SlideTime>
<waitforuser>false</waitforuser>
<Hidden>false</Hidden>
<navlocked>false</navlocked>
<branch>
<prev>default</prev>
<next>default</next>
</branch>
<DisplayMode></DisplayMode>
<level>0</level>
<PlayListId>-1</PlayListId>
<annotations>
</annotations>
<SlideText><![CDATA[Shade the set.                    Combination of Set Operations In-class Assignment 3 - 10 ]]></SlideText>
<framerate>30</framerate>
</Slide>
</Slides>
</Presentation>