Ch 1.5.3: Logic | Rules of Inference | Fallacies
In this Lecture i discussed Resolution
0:03 Fallacies
0:29 fallacy of affirming the conclusion
1:41 EXAMPLE 7 Is the following argument valid?
If you do every problem in this book, then you will learn discrete mathematics . You learneddiscrete mathematics. Therefore, you did every problem in this book.
3:06 fallacy of denying the hypothesis
4:06 EXAMPLE 8 Let p and q be as in Example 7.
If the conditional statement p → q is true, and ¬p is true,is it correct to conclude that ¬q is true? In other words, is it correct to assume that you did not learn discrete mathematics if you did not do every problem in the book,assuming that if you do every problem in this book, then you will learn discrete mathematics?
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