| Thread | Last Post | Replies |
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| Some algebra question | 31 Aug 2005 16:14 GMT | 2 |
Hi, all 1. I read following theorem : If A,B are subgroup of a finite group G,
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| optimisation problem | 31 Aug 2005 11:59 GMT | 1 |
there is a clothing company that makes a up market line and a budget line of clothing using 3 materials: the up-market line = 50%A + 20%B + 30%C the budget line = 20%A + 50%B + 30%C market price are $790/tonne for upmarket and $700 for the budget line.
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| True or False? Help me figure it out | 31 Aug 2005 05:34 GMT | 4 |
This is probably a simple problem, but in lack of any materials to help me I am running into some walls here... Decide whether the following statement is true or false and explain: Because cos(-pi/3) = 1/2, it follows that arccos 1/2 = -pi/3 Can anyone help me out here?
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| differential equation(homogeneous) | 31 Aug 2005 05:32 GMT | 11 |
Can anyone help me to see how to solve for y in this differential equation? y'+4xy-y^2=4x^2-7 I've tried to divide both sides by x^2 but I don't know how to deal with the '7/x^2'
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| new at doing proofs ....how does this proof look | 30 Aug 2005 16:19 GMT | 2 |
Hello, I am new at doing proofs and trying to proof the statement below. I THINK I am on the track but not sure if my reasoning is in good order. Any help? Suppose that f: X -->Y. Prove that if A exists within B and B exists within X, then f(A) exists within f(B). pf: if A exists ...
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| Volterra integral equation of the first kind | 30 Aug 2005 16:09 GMT | 1 |
Consider the integral equation: / x | K(x,t)*theta(t)dt = f(x) / a
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| Proof help:uniform convergence | 30 Aug 2005 02:44 GMT | 1 |
This seems simple but I don't know where to start. Show that f n -> f uniformly if and only if ||f n - f||->0
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| Need Graphing Function Help | 30 Aug 2005 02:12 GMT | 2 |
Hi, I need help getting an equation for a curve between two points. This isn't for a class, so please don't feel guilty for giving me the answer. If I have two points (x1,y1) and (x2,y2), I want to get a formula that draws a curve through those points that for any point on the ...
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| linear algebra question | 29 Aug 2005 23:28 GMT | 1 |
This is the first time I have posted to this particular group. Please let me know if my question is not appropriate for this group. I am working my way through a linear algebra textbook. I am not a student and I am not trying to get anyone to do my homework for me.
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| Sum of two limits equals limit of the sum | 29 Aug 2005 17:07 GMT | 10 |
I keep trying to understand the proof for that the sum of the limits is equal to the limit of the sum but to no effect . we have two sequnces - a and b e ... degree of closeness L(a) ... limit of sequence a
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| Number of group automorphism | 29 Aug 2005 13:31 GMT | 4 |
Hi, all How many group automorphisms on the group Z_2 X Z_4 ? I know there is 32 group homomorphisms from Z_2 X Z_4 to Z_2 X Z_4. Because :
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| Getting Help | 28 Aug 2005 18:23 GMT | 3 |
Hi, Guys! I am what they call “new kid on the block” (excuse my American). May be, you can help me. Suppose, I have got a set of math and physics problems (high school, undergraduate college, post-graduate – you name it) and I need them to be solved on professional level – within a ...
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| Finding an Average - Summary | 28 Aug 2005 13:32 GMT | 7 |
There seems to be lots of ways of finding an average of my data. For example... 1) The mean 2) The median 3) The mean of the results that lie in the 68% SD range
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| Distance/speed and time! | 27 Aug 2005 21:59 GMT | 5 |
town a n b are 480km apart. doris travelled from a to b. 18mins later, hames travlelled on the same route. James reached town b 30mins before doris, who was still 50km away from town b.find their total speed in km/hr. Kindly PLS help. This is my working but could u tell me what's ...
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| Newton-Raphson method | 27 Aug 2005 17:27 GMT | 9 |
(a) What condition must a function f(x) satisfy if the Newton Raphson method for solving equation f(x) = 0 in one dimension is to converge? (b) If this condition is satisfied, what is the rate of convergence? It is up to your own discretion to decide what an appropriate definition
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