folks, anyone shed some light on why you woud add a trailing amount to a sumproduct formula? background: I am redoing a tender evaluation spreadsheet built a while ago and when it comes to the weighting of each respondents criteria, the person who built the spreadsheet has used a sumproduct formula plus trailing amount.
for example, with 10 respondents, the tenth respondents weightings are calculated like this:
SUMPRODUCT($C$30:$C$37,CF30:CF37)+0.00001 (where the criteria weighting is in C and the respondents weighting of that criteria is in CF)
the ninth is
SUMPRODUCT($C$30:$C$37,BX30:BX37)+0.000011
eighth: SUMPRODUCT($C$30:$C$37,BP30:BP37)+0.0000111
7th SUMPRODUCT($C$30:$C$37,BH30:BH37)+0.00001111
back to the first : SUMPRODUCT($C$30:$C$37,D30:D37)+0.00001111111111
The only thing i can think of is that it will keep the order as originally entered if all respondents score exactly the same.
anyone else knowledgeable in this area?
for example, with 10 respondents, the tenth respondents weightings are calculated like this:
SUMPRODUCT($C$30:$C$37,CF30:CF37)+0.00001 (where the criteria weighting is in C and the respondents weighting of that criteria is in CF)
the ninth is
SUMPRODUCT($C$30:$C$37,BX30:BX37)+0.000011
eighth: SUMPRODUCT($C$30:$C$37,BP30:BP37)+0.0000111
7th SUMPRODUCT($C$30:$C$37,BH30:BH37)+0.00001111
back to the first : SUMPRODUCT($C$30:$C$37,D30:D37)+0.00001111111111
The only thing i can think of is that it will keep the order as originally entered if all respondents score exactly the same.
anyone else knowledgeable in this area?