Gamamal
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 Apr16 comment How would multiplying money work? Most of the effort in the real world has been in multiplying money by real numbers, especially those larger than one. Apr16 answered Probability that every player is dealt a heart Apr16 comment combinations help, 18 boxes, 42 marbles, each box can hold 6 marbles. how many combinations? If I understand correctly the OP wants to find a function in terms of the number of marbles. I think your approach is good, I suggest you work it out, we will probably get something of exponential growth order but I don't know which will be the base for the exponent. Apr16 comment combinations help, 18 boxes, 42 marbles, each box can hold 6 marbles. how many combinations? @JMoravitz are you proposing we do inclusion exclusion all the way or only a few iterations? Apr16 comment combinations help, 18 boxes, 42 marbles, each box can hold 6 marbles. how many combinations? One final question, should we count arrangements in which some boxes end up being empty? Apr16 comment How to Prove with Mathematical Induction $3^n > n^2$ Thank you JMoravitz, I was considering adding a section on how to prove that statement. Apr15 comment combinations help, 18 boxes, 42 marbles, each box can hold 6 marbles. how many combinations? So the boxes and marbles are all different? Apr15 answered How to Prove with Mathematical Induction $3^n > n^2$ Apr15 revised What subsets of $\mathbb R$ have exactly two limit points? edited title Apr15 comment Complement of a Regular Graph it means the degree of vertex $v$. The subindex tells you in which graph this degree is being taken. So $\delta_G(v)$ is the degree of $v$ in the graph $G$. Apr15 revised Complement of a Regular Graph added 10 characters in body Apr15 revised How do I show that $\mathbb{Z}_4\times\mathbb{Z}_6$ has only 3 subgroups of size 12? deleted 92 characters in body Apr15 answered Complement of a Regular Graph Apr15 revised How do I show that $\mathbb{Z}_4\times\mathbb{Z}_6$ has only 3 subgroups of size 12? deleted 92 characters in body Apr15 revised How do I show that $\mathbb{Z}_4\times\mathbb{Z}_6$ has only 3 subgroups of size 12? deleted 92 characters in body Apr15 answered How do I show that $\mathbb{Z}_4\times\mathbb{Z}_6$ has only 3 subgroups of size 12? Apr14 comment Book recommendation for Abstract Algebra You're Welcome, if you want to learn with categories Aluffi uses them a lot more than Rotman. Apr14 comment Albert, Bernard and Cheryl popular question (Please comment on my theory) Oh ok, I didn't know it was a convention. Apr14 revised Book recommendation for Abstract Algebra added 6 characters in body Apr14 answered Book recommendation for Abstract Algebra