Lesson: Boolean Operators
Description
The purpose of this lesson is to teach students how to use the Boolean
operators of "AND", "OR" and "NOT" [or "AND NOT"] in online searching to
either narrow or expand the results. These Boolean operators establish a relationship
between the keywords/concepts in a search and thus
modify the results from that search.
Boolean operators are named after George Boole, an Englishman, who invented them as part of a system of logic in the mid-1800's.
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Materials for this Online lesson: Computer with Internet access Venn Diagrams Video projection device/Screen Whiteboard/markers |
Time allotment: 30 minutes Grade Level: Grade 4-12 Information Literacy Standard: 1. The student who is information literate accesses Information efficiently and effectively. |
Learning Outcomes
Students will know the definition of Boolean logic and Boolean operators.
Students will be able to use Boolean operators to connect key ideas and conduct
searches.
Set-up
The teacher writes the three Boolean operators, AND, OR, and NOT on the board. The teacher explains that these terms are used to narrow or expand the results in online searching.
The teacher tells the students that they are going to help demonstrate the meaning of each Boolean Operator.
To demonstrate the NOT operator, the teacher asks all students wearing jeans but NOT sneakers to stand. The NOT operator has excluded all students wearing sneakers. It has, therefore, limited the results.
The teacher should demonstrate using these operators in an online search. The Advanced Search of Google allows the searcher to find results:
The following keywords can be used as an example: dolphins AND whales, dolphins OR whales, dolphins NOT Miami.
Student WorkThe teacher provides students with blank Venn diagrams.
Assessment
After students have completed the topic worksheet, they should present their
work to another group or the class.
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This page was last
updated February 19, 2002 This lesson was created to support the AT&T/UCLA Initiatives for the 21st Century Literacies. Boolean Logic was created by Judith Kantor |