I need Forecasting for excel simplified, specifically forecasting in
regards to decay rate? Starting from an open ended graph, I need to
predict the decay rate to a certain point, where on the X access it
ends. |
Request for Question Clarification by
jeremymiles-ga
on
25 Jul 2002 13:55 PDT
Hello,
Can you tell us a little more about the model you would like to apply
to your data. Will it be an exponential decay, or some other model.
Would you like 95% confidence intervals as well, or do you just want a
point estimate.
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Clarification of Question by
kstowe1-ga
on
25 Jul 2002 14:28 PDT
Sorry, I'm still a little confused myself. :-) I have a graph that is
updated weekly. What I'm trying to do is find a way to start at the
specific date the graph ends, predict the weeks ahead of schedule with
the two multipliers we have, until the two new lines drop to intercept
the X axis. Does that make sense? I wish I could draw a picture,
it'd be much easier that way! From the most recent point on the
graph, I need to calculate a decay rate for every week after that with
two different multipliers [giving me two lines -- a split from the
original] and go with them until they hit the X axis. I'm interested
in the region between the two new lines created. I'm just not sure
how to graph that? Thanks again. Hope this makes sense.
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Request for Question Clarification by
jeremymiles-ga
on
25 Jul 2002 16:12 PDT
Sorry, but I am going to burden you with more questions:
Is the line curved or straight?
I am not sure I understand what the two multipliers are - can you
elaborate on this?
Is there a seasonal component to the graph - that is, are there times
of the year when it increases or decreases more or less rapidly.
The standard model for decay is something like radioactive decay,
where the number of particles halves every X units of time. If this
is the case, the line will never (quite) hit zero.
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Request for Question Clarification by
jeremymiles-ga
on
26 Jul 2002 04:56 PDT
If you need more information/assistance than is given in fj-ga's
comment, then request another clarification. If you don't, I will
assume that no news is good news.
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