| Subject: | Re: Concave Down Decreasing Function |
|---|---|
| From: | "smn" |
| Date: | 30 Apr 2006 02:36:55 -0700 |
| Newsgroups: | sci.math |
PFS wrote: > Can someone give me an example of a Concave Down Decreasing Function > over a range of (- infinity, + infinity)? I can't think of one and it > is driving me nuts. I am not sure what you mean by "over a range" but y=-x-e^x for -00<x<+00 has range of values all real numbers and is concave down and decreasing .smn |
| <Prev in Thread] | Current Thread | [Next in Thread> |
|---|---|---|
| ||
| Previous by Date: | rapidly converging series for cos (n * atan(3/2)) ?, hanrahan398 |
|---|---|
| Next by Date: | Re: Concave Down Decreasing Function, Virgil |
| Previous by Thread: | Concave Down Decreasing Function, PFS |
| Next by Thread: | Re: Concave Down Decreasing Function, Virgil |
| Indexes: | [Date] [Thread] [Top] [All Lists] |