Re: need a hand ordering functions
- To: mathgroup at smc.vnet.net
- Subject: [mg16666] Re: [mg16566] need a hand ordering functions
- From: wself at viking.emcmt.edu (Will Self)
- Date: Fri, 19 Mar 1999 12:54:12 -0500
- Sender: owner-wri-mathgroup at wolfram.com
`WeDge <money00 at angelfire.com> wrote: >ok, any help with this would be appreciated heaps. >The problem is, i have have six functions > >1) n log n >2) n^8 (n to the power of eight) >3) n^1+a (n to the power of one plus a) >4) (1+a)^n (one plus a to the power of n) >5) n^2 / logn (n squared over log n) >6) (n^2 - n+1)^4 (n squared minus n plus one to the power of four) > >now using the relations "proper subset" and "equals" i have to put the >above into a sequence where "a" is the arbitrary real constant, 0<a<1. > >I know that te 4th function is the largest and >that the 2nd and 6th functions should be the same size >after that i'm stuck to be honest. If anyone could give me a hand with >this, I would be really gratefull. > >Thanks I believe that there is a pretty clearly established agreement not to do people's homework. This question is not for the Mathematica group anyway. Will Self