| Thread | Last Post | Replies |
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| Using the Midpoint Rule to find the area under a function | 30 Sep 2006 21:27 GMT | 4 |
The midpoint rule is.. n Area = E f((xi+x(i-1))/2)(delta x) i=1
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| Introduction to bifurcation theory | 30 Sep 2006 18:33 GMT | 2 |
Does anybody have a copy of this paper that I could borrow? IT is kind of pricey for a starving student such as myself.
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| A simple limit problem? | 30 Sep 2006 02:38 GMT | 3 |
I wonder if you could point me in the correct direction. I have to prove a certain statement using just the definition of the limit of a sequence. If a sequence x(n) has limit a then the square of the sequence x(n)^2 has the limit a^2. I wonder if the correct direction is
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| Evaluate the sum | 29 Sep 2006 02:46 GMT | 1 |
4 E 1/(k^2+1) k=0 I'm kinda lost on how to find htis, since our book gives us simple
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| Evaluate the sum | 28 Sep 2006 23:42 GMT | 1 |
I'm having some problems with sigma notation Not too sure how to write hte problem here, so i'll try my best.. 4 E 1/(k^2+1)
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| Microwave question | 28 Sep 2006 03:58 GMT | 1 |
Not sure where else to post this, but I was wondering if anyone knew the answer to this Let's say you microwave a bowl of soup, and put some food wrap over the bowl. Why is it that after you take the soup out, the wrap has sorta
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| Differentiation | 28 Sep 2006 03:52 GMT | 2 |
I had a couple questions on a study guide my professor passed out related to differentiation. f''(x) if f(x)=x^3/2-2x^1/2+4x^-1/2 I understand that its something like 3/2x but I dont know how the power changes with fractional exponents. f(x) = 3sqrt(x+sqrt(1-x^2)).
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| How many concave quadrilaterals are in a 3 by n array? | 28 Sep 2006 00:36 GMT | 9 |
Let n be equal to or greater than 3. The constant "3" is the number of rows, and n is the number of columns. The 3 by n dots are in one plane. Each of the four vertices of the concave quadrilaterals will coincide with one dot in the array. Looking at all possible orientations of ...
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| radians problem! | 27 Sep 2006 19:42 GMT | 1 |
If you want to find the angular space, (w) you use the formula w = v/r where v = linear speed and r = the radious. And that is m/s over m. So the meters would cancel out, leaving only seconds. But the answer is radians/seconds!! Where do the radians come from!! please answer ...
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| Quadratic Equations | 27 Sep 2006 04:02 GMT | 2 |
Hi.. I've noticed most of the topics discussed here looks like advanced maths, or calculus. Im still struggling in algebra, so i have 2 questions i need to be resolved. 94. A square's side is increased by 3 yards, which corresponds to an increase in the area by 69 square yards. ...
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| Surface Area of a Spherical Quadrangle | 27 Sep 2006 02:32 GMT | 3 |
I am trying to find an algorithm for calculating the area of a quad on a unit sphere, given four unit vectors in R3 which all originate at the center of the sphere and define the 'corners' of the quad. I have seen some mention of cross-products and arcsine, but haven't had any ...
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| Derivative of Ln | 26 Sep 2006 23:47 GMT | 4 |
Hey what is the second derivative of 2 ln 2t thanks can i please have steps
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| A clue on limit solving | 26 Sep 2006 16:26 GMT | 5 |
Can anyone give me a clue on how to solve this limit: lim x->0+ (ln3x)/(ln2x) thanks /Johan
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| How numbers in Mathematics calculations are repeated in a specific patern.....!!!! | 26 Sep 2006 15:31 GMT | 1 |
How numbers in Mathematics calculations are repeated in a specific patern.....!!!! For article http://www.studyandjobs.com/math-beauty.html
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| how many integer between a and b are divisible by c? | 26 Sep 2006 12:52 GMT | 3 |
How would one answer a problem like "how many integers between a and b (inclusive) are divisible by c" where a, b, c are given integers. Example: how many integer between 100 and 999 (inclusive) are divisble by 7?
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