after finding out what geometric multiplicity was, I was surprised to notice that in every question I'd done it was always 1.
So I'm trying to prove an example with g.m. > 1 to see why it works.
I've found a matrix which definitely has an eigenvalue with g.m. = 2. I've checked everything with...
"higher" bound state
just a quick question on terminology..
if something has a higher binding energy, can it be said to be in a higher bound state?
thanks
You roll thirty dice.
How many different possible combinations can be rolled?
Order does not matter
I think it's 6^30 choose 30, so:
\frac{(6^{30})!}{(6^{30}-30)!(30!)}
Also, perhaps the more important part of my question - any idea how to approximate this? The numbers involved are very...
Hello, I searched the forum and couldn't find this topic, so I'll try and describe my question.
I want to know why using radians work and while they are 'natural'. I think the key equation is...
lim x→0 (sin x) / x = 1
...because it makes the derivatives of trigonometric functions...