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| Trains & speed problem | 29 Nov 2003 04:09 GMT | 4 |
Train A pulling 70 cars is travelling at a constant speed of 50mph on Track A The engine is 80' long and each freight car is 60' in length.There ai 2'between each carswhere the couplers connect the cars. Train B which is moving faster than TrainA on Track B-parallel tracks to
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| Polar Equation | 24 Nov 2003 00:54 GMT | 7 |
I have a problem I'm working on: (1-i)^20 the steps I took is, I went out 1 place on the X axis, -1 on the Y (imaginary) axis and found the magnitude to be sqrt2 so my equation will be:
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| Question about ellipses | 22 Nov 2003 05:06 GMT | 2 |
Given any ellipsis of the equation [(x^2)/(a^2)] + [(y^2)/(b^2)] = 1, (meaning that the major axis is on the x-axis and the center is the origin), and a point P(x,y) on the ellipsis,
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| Group/Sylow question | 21 Nov 2003 14:00 GMT | 1 |
So, I know that a group of order 108 must have a normal subgroup of order 3, 9, or 27. But I'm not really sure how to eliminate the '3' in that list of options. (I know it can be done) Any help? Defining a homomorphism from G->(G/N) (by multiplication) gives me
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| tangents to curves in R^3 ? | 21 Nov 2003 03:44 GMT | 1 |
How can I find a vector that's tangent to a point in 3d space? I'm trying to find tangents to points of a hermite curve. I guess what I'm looking for is the velocity at each point because there are many tangents to a point of a curve in space, but I want the one that
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| Hooke's Law problem | 19 Nov 2003 03:52 GMT | 4 |
Hooke's Law states that the force F required to stretch or compress a spring x units is k*x, where k is a characteristic constant for the spring, or "spring constant." In other words, F(x)=kx. The _work_ exerted in deforming a spring by distance x is then given by the integral
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| axioms for complex numbers | 14 Nov 2003 00:05 GMT | 9 |
Can someone give an axiomatic definition of complex numbers? Or point to someplace where one is given. I'm looking for something like like "Complex numbers are a set with the following properties..."
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| An actual practical business application | 13 Nov 2003 20:05 GMT | 3 |
This involves an application where all the members of a group get a profit from a sale of a product. The higher their ranking in the group the more they make. Lets say their are 10 people in this group.
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| Simple question - Factoring | 13 Nov 2003 14:19 GMT | 17 |
Don't necessarily need the solutions, but can someone at least tell me if the folowing 3 expressions can be completely factored, so at least I stop pulling my hair? 75 + 3*x^2 - 3*y^2 - 30*x
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| Algebra help please | 11 Nov 2003 21:25 GMT | 3 |
I need some help with these equations....i just don't get it at all. 5 n5/2 + n2/5 6 log2 (n) + 9 n 3 n4 + n log2 (n)
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| (simple) linear algebra problem | 10 Nov 2003 08:22 GMT | 3 |
Hello, I need help finding an algorithm that will give me the point of intersection between a plane and a line traveling perpendicular to the plane when the line passes through an arbitrary point in space. Basically, all I have to work with are the coordinates of three points which ...
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| solving trig probs | 10 Nov 2003 02:42 GMT | 4 |
please *show* me how these probs are done...i'm stumped: Find EXACT values of x: 1.) cot x = 3, pi< x < 3pi/2 and
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| CORRECTION pls help w/trig | 09 Nov 2003 22:56 GMT | 1 |
Very Very Sorry!!!! it's ... sec 2x = 5/4 thank you once again!
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| Def integral from 1 to 1 | 07 Nov 2003 07:04 GMT | 13 |
Hi! In my calculus homework, I've run into a problem that asked for the value of an integral that looks like this: int[1,1](3f(x)+2g(x))dx That is, the upper and lower limits of the integral are both 1. Now, the
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| quizz or exercices | 07 Nov 2003 03:00 GMT | 1 |
I'm looking for simple quizz after the Vectorial Space's first chapter (or simple exercices). Thanks for your help. Louis
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