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| SOLVE IT | 29 Mar 2007 20:03 GMT | 1 |
find the coefficient of x^5 in (x-1)*(x^2-2)*(x^3-3).............. (x^100-100)
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| Rbtx's Sequence Puzzle | 29 Mar 2007 19:41 GMT | 6 |
Create a geometrical sequence in which: All terms are Proper complex numbers, with but one exception. a + bi......where neither a or b = 0 Create a geometrical sequence in which: The main exponent and independent variable is always a proper complex number, with but one exception. ...
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| implicit function theorem and lagrange multiplier method | 29 Mar 2007 19:04 GMT | 3 |
I am having difficulties with these theorems. are there anyone here who (completly) understand this, and can manage to explan the proof of the lagrange multiplier method? I do not understand the proof in the book, so I probably need careful explaination of this...
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| Software | 29 Mar 2007 07:17 GMT | 3 |
I hope that someone could help me. I am looking for some help I guess in the way of a software tutorial type program. My math skills are not that great and I need to learn (s) and (z)
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| Prime Numbers | 28 Mar 2007 13:20 GMT | 2 |
Theorem: If p is prime, and a + b = p - 1 for a, b positive integers, then a!*b! "is congruent to" (-1)^(b + 1) (mod p) a.) Illustrate two examples (w/ primes that are greater than 5) showing the theorem above. b.) Prove the above theorem. WORK:
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| permutations help! | 28 Mar 2007 12:30 GMT | 2 |
Could someone please help me with this ..thanks very much in advance -------- Let G be the symmetric group S3 (S subscript 3) Show that G contains just 1 subgroup of order 3, and 3 subgroups of order 2.
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| coordinates of third vertex of triangle in cartesian space | 27 Mar 2007 19:06 GMT | 1 |
if i have two of the three cartesian coordinates of a right angle triangle, and the length of two of the sides (and of-course the hypotenuse as well, though i would prefer, for reasons of programming efficiency, not to have to calculate this if it can be avoided)what formula ...
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| matrices | 27 Mar 2007 14:15 GMT | 2 |
does anyone know of a good website that contain the theorems (with proofs) involving matrix operations, determinants and linear systems?
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| Exquisite probability | 27 Mar 2007 08:13 GMT | 7 |
What is the probability of this beeing an winning bet. I'm gonna trow my cigarrette onto the air and it will fall on its feet,for at least three seconds.Knowing that in 10 millions tries one cig can't do that even for 1 second.Do you think this is a winning bet?Calculate its ...
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| I need help with a question about maximizing profit | 27 Mar 2007 04:54 GMT | 9 |
Hello everyone.. I am new to the forum and was wondering if someone could help me. This question is driving me crazy. Any help would be appreciated. Thanks. For the given cost function - C(x)= 8450+230x+0.4x^2 and the demand fuction p(x) = 690
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| some number theory questions | 26 Mar 2007 14:55 GMT | 3 |
Here are three goodies I need help solving: 1. Let F5 = 2^(2^5). Compute 3^(F5 - 1) mod F5. 2. (RSA) Decode this message: 5192, 2604, 4222. The message was sent using modulus m = 7081 and exponent k = 1789
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| Basic help needed fitting some data | 25 Mar 2007 22:24 GMT | 5 |
I was wondering if you guys & gals might be able to help me out with a data fitting task I've got: I have 8 workers who have worked on 5 different projects for me. Each person works on the same project until the entire project is completed. The data that
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| Subgroup | 25 Mar 2007 18:58 GMT | 2 |
Could anyone help me with this problem? I need some hints. Prove that if H is abeliansubgroup of a group G then <H, Z(G)> is abelian. Give an explicit example of an abelian subgroup H of a group G such that <H, Cg(H)> is not abelian.
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| Help with integral | 25 Mar 2007 07:43 GMT | 1 |
I need some Help with this integral. int int _T 1/(1+x^2+y^2)^2 dx dy, with T the triangle with vertices in (0,0), (1,3^(1/2)) and (2,0). thanks
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| Hot Topic (Multilinear Algebra ) | 24 Mar 2007 20:48 GMT | 3 |
1- Consider th matrix 3*3 [3 -1 2] [2 1 1] [2 -1 2]
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