Hello,
I am a student in the Actuarial bachelor's degree. I've just finished my Stats and Probabilities class in which we completed the Introduction to Probability book by Ross. I really enjoyed this class and would like to continue studying this branch can you suggest a book that continues...
Hi, there are two problems I can't really solve yet they don't seem that difficult. The two of them seem pretty related to me, I think there's something I'm not getting I'll detail my attempts at solving but any help especially with the steps to the solution would be really appreciated as I have...
Ok I will rewrite it as an exact translation of the original question: We want to place n books, of which m are broken, on a shelf so that there are at least 2 consecutive broken books. The borken books cannot be told apart one from another, and that is also the case for the books in good...
I am sorry, I am French-Canadian and didnt know how to write this word in English (thought it was the same thing :P), I meant that the broken books are all exactly the same and can't be told apart from each other and so are the books in good condition!
Hi, just a simple combinatorics problem I can't figure out how to do!
We want to place n books, of which m are broken, on a bookshelf so that there are at least 2 consecutive broken books. The broken books are indissociable from one another and so are the good book, how many ways can we do...
Hi, not sure if I get your answer, but do you mean if Russia and the US were only separated by France and England? How can I bring that into my equation? Thank you!
Hi, this is the problem: Delegates from 10 countries, including Russia, France, England, and the United States, are to be seated in a row. How many different seating arrangements are possible if the French and English delegates are to be seated next to each other and the Russian and U.S...
Hi,
So I understand this problem a little, I just can't understand the ending! So saying that we have n elements, we want all the subsets consisting of r elements where r goes from 0 to n.
So we want (n choose 0) + (n choose 1) + ... + (n choose n) which is the summation of n choose r for...
Hi, I have a problem that I need to solve, it goes like this: Using the fact that the geometric mean of a collection of positive numbers is less than or equal to the arithmetic mean, show that if annual compound interest rates over an n-year period are i1 in the first year, i2 in the second...
Hi,
First of all, I am an undergraduate Chemistry student, but who is also very interested in various areas of science (most actually :P), but like many other people I am especially curious about Einstein's theory of relativity, quantum mechanics and I especially would like to be able to read...
Homework Statement
Here is the problem: A variable capacitor has seven armatures in the shape of half-circles with a radius of 2 cm. The armatures have a distance of 1 mm separating them. Find the capacity when the angle θ is: (a) 0 degrees; (b) 45 degrees; (c) 135 degrees.
Homework...