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C = (x/y) - (z/w)
A + B = C
A = x/w
B = ??
B = C - A
B = [(x/y)-(z/w)] - x/w
It's Maths, short for mathematics. We are not in the USA.
<--- American
B = (wx/y) - z - x
B = (wx/y) - z - x
That's wrong Harry... if you multiply out by w you need to do it on both sides of the equation...
B = x/y - (x+z)/w
But is there something more to this as it's an easy bit of algebra...
Yep I agree. It's not help with maths you need, just your spelling.
Tssk.
I stand corrected.
Yeah give me a sec - I will put my issues in a spreadsheet....
Basically I am doing a variance analysis with 3 variables
Moves
Fixed Costs
Variable Costs
and I need to 'bridge' the cost per move kpi
here is the spreadsheet and I need to 'prove' the delta at the bottom with just saying its what is left over
[url= http://spreadsheets.google.com/ccc?key=pjhV_HWsPNcKqxiG-dgakSQ ]Google docs link[/url]

