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I can answer almost anything that is sent in. If I can't, I'll let you know, but I don't expect that to happen much.
I have known about it since the mid 80's. There were a few questions in Number Theory in this software. I have answered several thousand other questions in mathematics.
You're looking at it ... I've answered over 7000 quesitons in mathematics right here.
My credentials are an MS in Mathematics at Oregon State and a BS in Mathematics at the same place.
I graduated with honors in Mathematics when gettin my BS and MS.
People at OSU and maybe you're friend in math on some other computer, late last night, with thousands of miles between us ...
It seems so abstract
I keep pressing on towards the limit, but never seem to get there.
Did you know that e to the i*pi is -1?
Some people say, "0.999999999999999999999999999 ..." while other say 1.
| User | Date | K | C | P | Comments |
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| Prashant S Akerkar | 11/23/11 | 10 | 10 | 10 | Dear Prof Scott Thank you. Thanks & ..... |
| Prashant S Akerkar | 11/21/11 | 10 | 10 | 10 | Dear Prof Scott Thank you. Thanks & ..... |
| Chuang | 11/01/11 | 10 | 10 | 10 | |
| Alexander Straatman | 10/06/11 | 9 | 10 | 10 | Thank you very much! The answer came ..... |
| Prashant S Akerkar | 09/28/11 | 10 | 10 | 10 | Dear Prof Scott Thank you. Thanks & ..... |
I'm not sure since I graduated back in 1986 with an MS in mathematics and haven't kept up on books that much. However, from what I have seen, put number theory examples in the search box to get
The number 0 took a long time to develop. It pertains to what's at hand. You might hage 0 cookbooks at hand right now, but they are present somewhere else. It does not say anything about whether they
If the material is changed, a heavier material would be harder to throw. It seems like it would be like airplanes, where the wings were cloth, wood, and metal where the lighter materials were easier to
Boomerangs can be made of almost any material, though a light-weight material works better. Nowadays, they are usually made of a composite material. They are usually in the form of a flattened stick
1. If n = 1, 1*1! = 1*1 = 1, the sum is 1, but we won't look at n=1; even though we know it, it doesn't follow along with the rest. If n = 2, 2*2! = 2*2 = 4, so the sum is 1 + 4 = 6 = 3! If n =

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