Discrete Math - 6.1.1 Counting Rules

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Strategies for finding the number of ways an outcome can occur. This includes the product rule, sum rule, subtraction rule and division rule.

Video Chapters:
Introduction 0:00
Product Rule 0:16
Tree Diagrams 1:13
Sum Rule 3:27
Subtraction Rule (Inclusion-Exclusion) 4:49
Division Rule 8:20
Up Next 11:51

Textbook: Rosen, Discrete Mathematics and Its Applications, 7e

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nowidowhatiwant
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ColGwindolyn
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chessketeer
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markanthonyoccena
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learnfocus
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shivamjalotra
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ashveet
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Hi, I have a question regarding the example on division rule.
In this case, are you just considering the fact that the arrangement can happen only clockwise and not anticlockwise ? Why did you not multiply the divisor by 2 to handle both cases ? Thank you

seydinamouhamedgueye
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Great content. It has helped me a lot. Thanks so much

cypriankumiamponsah
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ok I'm following up to the point where you use the 6 to divide... You found 6 orders that are technically the same arrangement, sure, makes sense, but why do you then divide by 6? Shouldn't you subtract by 6? Obviously you divide because it's an example for the division rule, but I don't understand why you divide other than that

weaponkid
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