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About this book :-
Discrete Mathematics written by
Inc BarCharts
These short notes used in business and also present in most middle & high school math competitions. Computer science is almost entirely built upon this higher-level real world math that teaches reasoning and proof techniques. Often a required course for computer science majors, this 6-page guide is your reference tool for success.
Book Detail :-
Title: Discrete Mathematics
Edition:
Author(s): Inc BarCharts
Publisher: QuickStudy
Series: Quickstudy Reference Guides – Academic
Year: 2015
Pages: 6
Type: PDF
Language: English
ISBN: 1423224884,9781423224884
Country: US
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About Author :-
The author BarCharts, Inc , is founded by the husband and wife team of John and Bobbie Ford in Boca Raton, Florida.
All Famous Books of this Author :-
Here is list all books, text books, editions, versions or solution manuals avaliable of this author, We recomended you to download all.
• Download PDF Math Kindergarten by Inc BarCharts
• Download PDF Algebra 1 by Inc BarCharts
• Download PDF Algebra 2 by Inc BarCharts
• Download PDF Precalculus by Inc BarCharts
• Download PDF Calculus 1 by Inc BarCharts
• Download PDF Calculus 2 by Inc BarCharts
• Download PDF Calculus Methods by Inc BarCharts
• Download PDF Calculus Equations & Answers by Inc BarCharts
• Download PDF Math Review by Inc BarCharts
• Download PDF Nursing Math by Inc BarCharts
• Download PDF Discrete Mathematics by Inc BarCharts
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Book Contents :-
Discrete Mathematics written by
Inc BarCharts
cover the following topics.
Logic of Satements
Logic, Graphs & Trees, Sets, Probability
Logical Equivalence & De Morgan's Laws
Conditional Statement
Negation of a Conditional Statement
Permises & Conclusions
Valid & Invalid Arguments
Modus Ponens
Modus Tollens
Predicates, Domains & Truth Sets
Universal Statements & Quantifiers
Existential Statements & Quantifiers
Negations of Quantified Statements
Methods of Proof
Proving Existential Statements
Proving Universal Statements
Sequences
Mathematical Inductions
Sets
Counting
Functions & Set Relations
Graphs & Trees
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