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Hi! I'd like to insert a row in my matrix to get the WS % with the following computation: Wholesaler/(Wholesaler+Retailer). Any idea how?
Solved! Go to Solution.
Hello there @Anonymous ! You can add the row with a measure. Like so:
WS% =
var _whole =
CALCULATE(
SUM( Table[Column_to_sum]),
FILTER( Table, Table[Dsitributor] = "Retailer")
)
var _retail =
CALCULATE(
SUM( Table[Column_to_sum] ),
FILTER( Table, Table[Dsitributor] = "Retailer")
)
var _denom = _whole + _retail
CALCULATE(
DIVIDE( _whole, _denom, 0)
)
Hope this answer solves your problem!
If you need any additional help please @ me in your reply.
If my reply provided you with a solution, please consider marking it as a solution ✔️ or giving it a kudoe 👍
Thanks!
You can also check out my LinkedIn!
Best regards,
Gonçalo Geraldes
Hello there @Anonymous ! You can add the row with a measure. Like so:
WS% =
var _whole =
CALCULATE(
SUM( Table[Column_to_sum]),
FILTER( Table, Table[Dsitributor] = "Retailer")
)
var _retail =
CALCULATE(
SUM( Table[Column_to_sum] ),
FILTER( Table, Table[Dsitributor] = "Retailer")
)
var _denom = _whole + _retail
CALCULATE(
DIVIDE( _whole, _denom, 0)
)
Hope this answer solves your problem!
If you need any additional help please @ me in your reply.
If my reply provided you with a solution, please consider marking it as a solution ✔️ or giving it a kudoe 👍
Thanks!
You can also check out my LinkedIn!
Best regards,
Gonçalo Geraldes
Hello Goncalo,
I wanted to achieve something a bit different with my % calc. Instead of adding retail and wholesaler in the denom, I am trying to have the calc be retailer/wholesaler. I am trying to put the above code as a new measure but I'm getting an error in the last (third) "CALCULATE" part. A way I got around the error was to get rid of the "var" parts and just use first two "CALCULATE" sections inside the "DIVIDE". my issue is that once I add this measure to the Values section of the matrix, I get two columns: One for the WS %, and the other for the current values. Is there a way to have the WS% show in its own row, in the bottom of the matrix?
This worked, thank you!