| Author |
Comment/Response |
Lenka
|
 09/16/05 00:39am
Hi,
I am new user of Mathematica 5.2.
Given a List of 50 pairs of elements
{
{ n K / (1-x) , (n+1) (K+1) / (1-0.8 x)},
{ n K / (1-x-y) , (n+1) (K+1) / (1-0.68 x)},
{ n K / (1-x-x) , (n+1) (K+1) / (1-0.78 x)},
..
{ n K / (1-x+y) , (n+1) (K+1) / (1-0.9 (x-y))}
}
I know that
1. n is a positive Integer
2. K is a positive Real.
3. x,y are positive Reals
4. All denominators are positive
Then.. I want
1. To select the Maximum of each pair of expression,
{ n K / (1-x) , (n+1) (K+1) / (1-0.8 x)}
2. If it is not possible (because it is needed to restrict the domain)... may I use Mathematica to restrict or obtain the domain of denominator or other expression that makes that the first or the second is maximum?
3. How could I use the Min[] function in order to computer all the 50 pairs at once?. I am almost sure that is possible to Use Min[] with Apply or something like that.. but I dont know how to proceed.
Thanks in advance,
Lea
URL: , |
|
