High school courses on Permutations and combinations

[sahilmm15]

Can you give me some high school papers or courses on p and c . I have a good source for problems but need a concise and compact course covering concepts. Thanks!

 

[Vanadium 50]

But I found out that my mental energy drains at a very rapid rate. I wake up with full energy but after few hours of physics or math it becomes almost 0. Even if I want to continue I cannot continue.

Given that, are you sure you want to start another topic now? Maybe you should wait until you are done with something else.

 

[sahilmm15]

Given that, are you sure you want to start another topic now? Maybe you should wait until you are done with something else.

Well, few days ago I was asking problems about PMI( I am clear with it.) now I am asking questions about P and C on this forum, that's why I asked you about some material. Our curriculum is such that for a topic to complete we need a maximum of 10-15 days. In physics I am doing now ( NLM , before electrostatics). So we don't go too deep. To give you a sense of what do we need to study. I am giving you some sub topics

1. Fundamental Principle of Counting.
2.Factorial notation.
3.Permutation( No of thing taken r at a time, all at a time , etc ...)
4. Combinations.
5. Circular Permutations.
6. Clockwise and anticlockwise arrangements.
6.Division and distribution.
7. Multinomial Theorem.
8.Principle of inclusion and exclusion.
9. De arrangement theorem.

That's all. I would go deep in problems, but need a good source for concepts.

 

[MidgetDwarf]

Well, few days ago I was asking problems about PMI( I am clear with it.) now I am asking questions about P and C on this forum, that's why I asked you about some material. Our curriculum is such that for a topic to complete we need a maximum of 10-15 days. In physics I am doing now ( NLM , before electrostatics). So we don't go too deep. To give you a sense of what do we need to study. I am giving you some sub topics

1. Fundamental Principle of Counting.
2.Factorial notation.
3.Permutation( No of thing taken r at a time, all at a time , etc ...)
4. Combinations.
5. Circular Permutations.
6. Clockwise and anticlockwise arrangements.
6.Division and distribution.
7. Multinomial Theorem.
8.Principle of inclusion and exclusion.
9. De arrangement theorem.

That's all. I would go deep in problems, but need a good source for concepts.

I think this information is found in a book on introduction to Probability Theory. A bit too deep for high school students. Personally, I have never seen a good explanation in a high school resource. Maybe try KHAN Academy or something of that sort. Do you have specific problems?

 

[MidgetDwarf]

I believe David Morin published a probability book that is free to legally download the PDF. I remember reading it a bit, but it was too verbose for my taste. But it looked like a good book. Maybe have a look at that..