Re: Using Curve-fit for time-phased budget app in Excel
- From: "Mike Middleton" <middleton@xxxxxxxxxxxxxxxxx>
- Date: Fri, 5 Aug 2005 15:52:13 -0700
James -
If it's not linear, i.e., "spread budgeted amounts evenly among certain
ranges of periods," then you need more information about how it should be
"spread," i.e, the functional form.
- Mike
www.mikemiddleton.com
"James Nasty" <j.grossiv@xxxxxxxxx> wrote in message
news:1123250572.311958.252190@xxxxxxxxxxxxxxxxxxxxxxxxxxxxxxx
> am currently working on a time-phased budgeting app in excel for a
> client. I'm supposed to deliver the app to him by the close of
> business TODAY. I thought it was completed until I was told yesterday
> that my output calculations weren't right. Here's what the
> requirements of
> the project are:
>
> "I need to time-phase budgets. generally, there are two scenarios I
> work
> in.
>
> The first is - there are no actuals or costs to date. I provide the
> number of periods to spread the budget over, I provide the amount to be
> spread, and I provide the "shape of the curve"....that is - if I said
> "50%" - then, at the 50% mark of 'time' (i.e., periods); 50% of the
> "amount" will have been spent; if I said "30%", then at the 50% mark of
> time, 30% of amount will have been spent.
>
> The second scenario is a situation whereby I've already incurred
> actuals or costs-to-date within my budget - and now I need to
> time-phase the remaining budget over the remaining number of periods."
>
> I was just informed that the slope of the curve he refers to is
> supposed to be an actual curve. I thought it was just used to spread
> budgeted amounts evenly among certain ranges of periods. I asked the
> client for a little more insight into how this curve things is to be
> calculated and he told me that he had an app that did this before and
> it used the solver in Excel and the curve-fit function. I did not find
> a curve fit function.
>
> I have been furiously searching the net since trying to find out more
> about this curve-fit function or concept. If you can provide me with
> any more insight into this problem, i would greatly appreciate it.
>
.
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