| Thread | Last Post | Replies |
|
| conditions on the mutual distances of n points sitting on a plane | 31 Mar 2008 22:52 GMT | 1 |
Does any one know the conditions on the mutual distances of n points sitting on a plane? Thank you very much.
|
| Have a question!!! | 30 Mar 2008 15:19 GMT | 1 |
Suppose that two boys named Davis, three boys named Jones, and four boys named Smith are seated at random in a row containing nine seats. What is the probability that the Davis boys will occupy the first two seats in the rows, the Jones boys will occupy the next three seats, and the ...
|
| question in topology | 29 Mar 2008 20:03 GMT | 2 |
(X,d) metric space, k compact subset of x implies k is closed and bounded. Does anybody know how to prove it - and why the converse of that is false and why?
|
| i need | 28 Mar 2008 15:26 GMT | 1 |
i need the solution manual of Fundamentals of Machine Components Design by juvinall and k.m marshek 3rd edition
|
| so is it so hard to ban these solution manual requests? | 28 Mar 2008 14:10 GMT | 5 |
with so many intelligent mathematicians around, and possible some computer experts this is for how long? a year? some ideas that i had after pondering 5 minutes: ban the accounts immediately for soliciting
|
| solve (x+2)(x+3)(x+4)(x+5)=10 | 28 Mar 2008 13:00 GMT | 5 |
Can anyone solve this question? I am really at a dead end! (x+2)(x+3)(x+4)(x+5)=10
|
| Little trouble with analysis problem | 27 Mar 2008 15:52 GMT | 18 |
I'm trying to prove this: Suppose a_n and b_n are two real sequences and suppose that b_n is a divergent sequence, in particular suppose its limit is +infinity. Prove that a converging series Sum[a_n] can be found so that Sum[a_n*b_n] is a diverging series.
|
| counting and sets please help | 27 Mar 2008 15:13 GMT | 5 |
I having trouble understanding how to solve this problem of A1 U A2 U A3, with the elements in them 100,1000, and 10,000 respectively. Find the number of elements if
|
| find x | 26 Mar 2008 22:58 GMT | 10 |
x is acute angle and sin 5x sin 4x=sin 3x sin 8x find x
|
| -- Lune and lens: correct definitions? | 26 Mar 2008 14:13 GMT | 2 |
The notion of a crescent or lune was discussed recently in alt.math.recreational. Interested readers might look at my second posting (Nov. 12) in the thread "crescent shapes" <http://groups.google.com/group/alt.math.recreational/msg/377799ffe126a44c>
|
| pre-calc help again | 26 Mar 2008 10:45 GMT | 3 |
1.Graph f(x)= 1 + ln(x-2), give domain, range, asymptote, x-int, y int. (transformation method) 2.simplify the quotient f(x+h)-f(x) , where ___________
|
| Help for solving a first order nonlinear differential equation | 25 Mar 2008 19:26 GMT | 3 |
I faced the following nonlinear first order differential equation during my thesis study: (dy/dx) + a*x*y^(-1.57)*(dy/dx) - b*y^(-0.57) = 0 where, a,b : some constants
|
| Solution of Data Networks by BERTSEKAS & GALLAGER | 25 Mar 2008 18:21 GMT | 2 |
Can anyone tell me how can I get the Solution of Data Networks by BERTSEKAS & GALLAGER. Thanks Priyatosh.
|
| Pre-Calculus help | 25 Mar 2008 14:59 GMT | 3 |
Generate Functions: Write the area A of the rectangle as as function of the length of the rectangle. 1. A wire 10 meters long is to be cut into two pieces. One piece is bent into a square and the other into a circle. Write the total area as a function of the length of the piece ...
|
| Solution Manuals | 25 Mar 2008 11:11 GMT | 6 |
I have the following solutions manuals. They are the full solutions unless otherwise noted. Contact me if you would like them. There's a small $10 handling fee. These are all electronic. Contact me at books-101 at hotmail dot com.
|