I think a found a way ...
If your data is in the range called "Range" and you enter into Cells G3 to
G7 the ascending values 0.2 to 1.0 (formatted to % if you want)
Then in H3 put the Array formula
{=AVERAGE(IF(Range<=CEILING(PERCENTILE(Range,G3),1 ),Range))} (do CSE)
Then in H4 put the regular formula
=SUMPRODUCT(--(Range<=CEILING(PERCENTILE(Range,G4),1)),--(RangeCEILING(PERC
ENTILE(Range,G3),1)),Range)/SUMPRODUCT(--(Range<=CEILING(PERCENTILE(Range,G4
),1)),--(RangeCEILING(PERCENTILE(Range,G3),1)),Range/Range)
Then drag the H4 formula down to H7.
Unless I've missed something, that should do it.
Rgds,
ScottO
"jdeumer" wrote in
message ...
|
| L.S.,
|
| For my thesis I need to sort stocks into quintiles and calculate the
| average per quintile. I am using the "LARGE" function to do this.
| However, the number of available stocks differs per month, so that the
| value for "k" (in this case a range) needs to be adapted every time.
| Furthermore, the value for k needs to be rounded up for the first four
| quintiles, the last quintile consists of the remaining number of
| stocks.
|
| Currently I am using this formula to calculate the average of stocks
| that need to be sorted into quintiles, for the first quintile:
|
| {=AVERAGE(LARGE($B14:$FT14,ROW(INDIRECT("1:"&ROUND UP(FV14/5,0)))))}
|
| where
| $B14:$FT14 = the range with all available stocks and
| Cell FV14 contains the total number of stocks available for this
| specific month.
| ROW(INDIRECT("1:"&ROUNDUP(FV14/5,0))) indicated the range for 'k'.
|
| This seems to work (I checked). For the second quintile however I want
| the formula to do this: start from ROUNDUP(FV14/5,0) + 1 until 2 *
| ROUNDUP(FV14/5,0). Intuitively, this would look like this, but does not
| work:
|
|
{=AVERAGE(LARGE($B14:$FT14,ROW(INDIRECT("ROUNDUP(F V14/5+1,0):"&(2*ROUNDUP(FV
14/5,0))))))}
|
|
| I find it hard to fully understand the INDIRECT function, which might
| explain my difficulty creating this formula.
|
| Thanks for your help!
|
| RJE Deumer
|
|
| --
| jdeumer
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