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Solution Set a) b) c) Set-builder There are two ways to represent solution sets of inequalities. They are. And Interval set-builder notation . and . interval notation. The table below shows. Notation the nine possible types of intervals used to describe inequalities. Interval Notation Set-Builder Notation Graph The set of all real numbers Example 2
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[DOC File]Sets and Set Notation
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Sets and Set Notation. A set is a collection of objects called the elements or members of the set. We use braces { } to enclose the elements of the set. Sets can be either finite or infinite. {1, 2, 4} {2, 4, 6, 8,…} Set builder notation: {x | x has some property P}. This is read as “the set of all elements x such that x has some given ...
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[DOC File]Unit 1 Module 1
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SET-BUILDER NOTATION. is a formalistic way of describing the elements of a set without listing them all. It is useful in some cases where a less formal description might be ambiguous. Here is an example of set-builder notation: EXAMPLE 1.1.1. F = {x|x is a person in this room} We read this as follows:
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[DOCX File]Set Theory - San Jose State University
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More notation: In general, there are two ways to describe a set. Set lister notation: A = {1, 2, 3} Set builder notation: A = {x | x == 1 || x == 2 || x == 3} In English: A = the set of all x such that x equals 1 or x equals 2 or x equals 3. Set lister notation is convenient for small sets.
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[DOC File]SETS - newpaltz.k12.ny.us
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Set Builder Notation . similar to rule but more formal. Interval Notation . used if a set is continuous and could be also represented as an inequality. Graphing a line (inequality) is a visual way to represent a continuous number set. Venn diagram. used with multiple set where parts of the sets overlap
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[DOCX File]Jackson City Schools
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Set-builder notation is where you use a written description to describe the limits of the set.
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Set builder notation