I missed a day in class and now I am stuck totally NOT understanding this. Anyone who can shed more light than the book or point me to a website that could-...
A crew can row a certain course up stream in 84 minutes; they can row the same course down stream in 9 minutes less than they could row it in still water: How...
... Suppose the course distance is S, the oarsmen can row at a constant speed Vr in still water and the speed of the stream's current is a constant Vs. The...
... Suppose the course distance is S, the oarsmen can row at a constant speed Vr in still water and the speed of the stream's current is a constant Vs. The...
Dunno what it's called, although there is a thing called numerology that deals with this sort of thing, whereby you assign a number to each letter of the...
Can't read problem 1. For problem two, use Heron's formula: in a triangle with sides a, b, c and semiperimeter s=(a+b+c)/2, the area of a triangle is...
Problem Six Substitute x=y=0 to get f(0)=2*f(0)+1 and solve for f(0)=-1 then substitute y=-x and use that f is even to get f(0)=2*f(x)-6x^2+1 to find that ...
Prob 7: I'm gonna assume all those trailing 2's are to be superscripted, meaning the square function. I get the numerator to factor to (a2-9x2+6xy-y2) =...
... own doesn¡¯t exceed 190 dollars. Then, how much money can 1 person own the most? ... I figure that if the 10th, 20th, 30th, 40th and 50th people own $190...
Hi Clooneman ... Thank you for your concern and your response. n Now I know that not such thing as mathematic exist. As you say it is a form of numerology and...
Q2 is ugly, and will take a little time to set up. Arrange the sides around the hexagon in the order 20,7,20,20,7,20. You will have the hexagon divided into...
Using EMoore's value R=16 and the law of cosines, following around the circle, I find the surprising 2*arccos(463/512)+4*arccos(7/32)=2*pi Adam ... sides...
Hi. Just briefly Dr.A.Fazely is claiming to be messenger of God. You may be interested to look at his cv as is not in his site and a found it by using search...
Thank you for your feedback. Specifically, I would like to have a discussion about the existence and meaning of large numbers (I asked a mathematician last...
You talk about scratching the surface. Therefore, the surface itself is infinitely thick. Infinity is unreachable. It is only a concept, as such. ... ...
... minimum value of x2+5y2+4z2 ? ... We're asked to find the minimum of S = x²+5y²+4z² xy+yz = 10 y = 10/(x+z) Substituting into S: S = x² + 500/(x+z)² +...
12692 digits http://www.message-of-god.com/Simple%20to%20under_1.htm ... discussion about the existence and meaning of large numbers (I asked a mathematician...
... wrote: ... ... The word, "God", is probably the most ambiguous word in the English language. It means different things to different people at different ...
... is this an answer to the number of terms, or does it relate to the weblink that you posted? Dave ... From: ynineteen To: mathforfun@yahoogroups.com Sent:...
Hi You wrote: "I would like to have a discussion about the existence and meaning of large numbers" Those are large number 12602 digits in one figure. There...
... Good, thoughtful post, jason1990. I echo every sentiment expressed in it. To stand in awe before large numbers and/or God for their own sake brings...
Given any language or set of rules for defining numbers, there's an efficiency function M(s) which gives the highest possible number definable in s symbols....
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