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Hello Community,
I am try to show the distribution of Connections. Below is the example and I need percentage of distribution.
| Connection_Type | Distribution | Need This | 
| A | -92 | -6% | 
| B | -30 | -2% | 
| C | 90 | 6% | 
| D | 13 | 1% | 
| E | -111 | -7% | 
| F | 494 | 32% | 
| G | 286 | 18% | 
| H | 401 | 26% | 
| I | 500 | 32% | 
To calculate the distribution. I am using below set analysis that i can't change.
sum(aggr(SUM(DISTINCT Amount),Emp_id))/ COUNT(DISTINCT Emp_id)
Thanks in advance.
 JordyWegman
		
			JordyWegman
		
		
		
		
		
		
		
		
	
			
		
		
			
					
		Hi Jaspreet,
Can you give us the values for the Amount and Emp_id?
Your current formula doesn't contain any set analysis btw.
Regards,
Jordy
 
					
				
		
Hello,
Please find below sample raw data.
Sorry unable to PFA raw data 
| CONNECTION TYPE | Emp Id | Amount | 
| E | 280181123 | 0 | 
| E | 280345123 | 0 | 
| E | 280725342 | -68.4 | 
| E | 280725342 | -68.4 | 
| E | 280725342 | -68.4 | 
| C | 1.60473E+32 | -1008 | 
| C | 1.60473E+32 | -1008 | 
| G | 1.60473E+32 | -1008 | 
| C | 1.87063E+32 | -1588 | 
| A | 1.51E+46 | 100 | 
| C | 1.00206E+35 | -360 | 
| C | 1.00221E+18 | 2320 | 
| F | 1.00221E+18 | 2320 | 
| C | 1.00221E+18 | 2320 | 
| C | 1.00295E+35 | -1050 | 
| F | 1.00339E+35 | 0.06 | 
| C | 1.00388E+35 | -799 | 
| C | 1.004E+35 | -835.68 | 
| C | 1.004E+35 | -835.68 | 
| C | 1.004E+35 | -835.68 | 
| C | 1.004E+35 | -835.68 | 
| F | 1.00551E+35 | 0 | 
| A | 6.23E+46 | 100 | 
| G | 1.00639E+35 | 0 | 
| F | 1.0064E+35 | 0 | 
| A | 8.63E+46 | 100 | 
| G | 8.63E+46 | 100 | 
| F | 8.63E+46 | 100 | 
| UNKNOWN | 1.01022E+21 | 0 | 
| G | 1.01037E+31 | 1520 | 
| G | 1.01078E+35 | 356.47 | 
| G | 1.01078E+31 | -66.62 | 
| F | 1.0108E+35 | 0 | 
| A | 1.09E+47 | 100 | 
| F | 1.09E+47 | 100 | 
| F | 1.09E+47 | 100 | 
| A | 1.09E+47 | 100 | 
| D | 1.01345E+21 | 0 | 
| D | 1.01345E+21 | 0 | 
| F | 1.01413E+35 | 0 | 
| D | 1.01652E+21 | 0 | 
| D | 1.01652E+21 | 0 | 
| D | 1.01652E+21 | 0 | 
| UNKNOWN | 1.01652E+21 | 0 | 
| D | 1.01652E+21 | 0 | 
| D | 1.01841E+21 | 0 | 
| D | 1.01842E+21 | 0 | 
| D | 1.01844E+21 | 0 | 
| D | 1.01846E+19 | 0 | 
| D | 1.01851E+21 | 0 | 
| UNKNOWN | 1.01851E+21 | -1324.69 | 
| UNKNOWN | 1.01859E+22 | 1872.83 | 
| UNKNOWN | 1.01859E+22 | 832.27 | 
| D | 1.0186E+22 | 0 | 
| UNKNOWN | 1.0186E+22 | 265.11 | 
| UNKNOWN | 1.0186E+22 | 265.11 | 
| D | 1.0186E+22 | 0 | 
| UNKNOWN | 1.0186E+22 | 915.03 | 
| D | 1.01862E+22 | 0 | 
| A | 010300268DN1345 | -134.1 | 
| A | 010400499DN1345 | -159 | 
| A | 010400499DS13410 | -160 | 
| A | 010400982DS1342 | -160 | 
| A | 010401468DN1345 | 0 | 
| A | 010544DS1342 | -32 | 
| A | 010700500DS1345 | 0 | 
| A | 010700504DS1344 | 0 | 
| A | 010700733DS3344 | -128 | 
| A | 010800725DS1344 | -51.2 | 
| A | 010800814DS1344 | 0 | 
| A | 010801811DS1342 | -128 | 
| A | 010801927DS1344 | -40 | 
| A | 010802300DS2343 | -128 | 
| F | 1.08801E+11 | 0 | 
| A | 011827DS1343 | -160 | 
| A | 011001923DS1347 | 0 | 
| A | 11040142345 | -42 | 
| A | 011200224DS1349 | -160 | 
| A | 011201065DN1343 | -119.2 | 
| A | 011201065DS13412 | -89.6 | 
| A | 020200839DN1342 | -119.2 | 
| A | 020250949DN1345 | -110 | 
| G | 20380476349 | -1313.82 | 
| A | 020400319DS1348 | -115 | 
| A | 020401548DS1346 | -99 | 
| B | 20470661345 | -120 | 
| A | 020501729DN1343 | -119.2 | 
| A | 020501729DS1344 | -119.2 | 
| A | 020601393DS1123 | 0 | 
| A | 020602323DN1342 | -350 | 
| A | 020702131DS1342 | -16 | 
| B | 21030312343 | 0 | 
| B | 30670338347 | 0 | 
| G | 40701380347 | 0 | 
| G | 40701381348 | 0 | 
| B | 50200663341 | -11.68 | 
| G | 50401161344 | 0 | 
| G | 50573348 | 115 | 
| B | 506015341 | -50 | 
| H | 50802977342 | 0 | 
| G | 51102649343 | 0 | 
| G | 51102652343 | 0 | 
| B | 51202387344 | -199 | 
| H | 60203267343 | 0 | 
| H | 60204941349 | 0 | 
| H | 60403480343 | 0 | 
| B | 60503883343 | -110 | 
| H | 60902971341 | 0 | 
| B | 70402305341 | 0 | 
| B | 70603359344 | 0 | 
| B | 70702430343 | -540 | 
| H | 70800566343 | -1470 | 
| B | 71103143341 | 0 | 
| B | 100466344 | -140 | 
| B | 1882349 | -25 | 
| B | 1883342 | -25 | 
| B | 3556344 | -25 | 
| B | 3836344 | -315 | 
| B | 4760346 | -119 | 
| B | 2818342 | -25 | 
| B | 2865342 | -25 | 
| B | 2927344 | -25 | 
| B | 2928344 | -25 | 
| B | 2929346 | -110 | 
| B | 2938346 | -25 | 
| H | 90402220348 | -214 | 
| H | 9.04022E+11 | -95 | 
| H | 90901382342 | -110 | 
| H | 91101822341 | -1100 | 
| H | 1.00402E+11 | 0 | 
| H | 1.005E+11 | 0 | 
| H | 1.10303E+11 | -1851.19 | 
| H | 111138341 | -135 | 
| H | 1.20303E+11 | -526 | 
| H | 1.20602E+11 | 0 | 
| D | 2.06715E+16 | 0 | 
| D | 2.07846E+16 | 0 | 
| D | 2.08513E+19 | 0 | 
| D | 2.09413E+19 | 0 | 
| UNKNOWN | 2.00932E+20 | 0 | 
| UNKNOWN | 2.00934E+20 | 0 | 
| UNKNOWN | 2.00934E+20 | 0 | 
| UNKNOWN | 2.00934E+20 | 0 | 
| UNKNOWN | 2.00934E+20 | 0 | 
| UNKNOWN | 2.00937E+22 | 0 | 
| UNKNOWN | 2.00939E+22 | 2276.52 | 
| UNKNOWN | 2.00939E+22 | 2276.52 | 
| H | 181884 | 1800 | 
| H | 181884 | 1800 | 
| H | 4201104 | 760 | 
| F | 4201145 | 550 | 
| B | 1149 | 240 | 
| F | 1149 | 240 | 
| B | 1205 | 710 | 
| B | 1205 | 710 | 
| G | 4201263 | 652 | 
| G | 4201266 | 149.92 | 
| H | 4201266 | 149.92 | 
| C | 4201299 | 649 | 
| C | 4201299 | 649 | 
| E | 4201311 | 0 | 
| E | 4201311 | 0 | 
| E | 4201315 | 1750 | 
| E | 4201315 | 1750 | 
Try this?
Num((Sum(aggr(SUM(DISTINCT Amount),Emp_id))/ COUNT(DISTINCT Emp_id)) /(sum(aggr(SUM(TOTAL Amount),Emp_id))/ COUNT(TOTAL Emp_id)) ,'#,##0%')
 
					
				
		
Sorry Anil, its not giving want i am looking for. its giving me sum of individual connection type inside of sum of overall.
Please find below sample raw data for testing 
| CONNECTION TYPE | Emp Id | Amount | 
| E | 280181123 | 0 | 
| E | 280345123 | 0 | 
| E | 280725342 | -68.4 | 
| E | 280725342 | -68.4 | 
| E | 280725342 | -68.4 | 
| C | 1.60473E+32 | -1008 | 
| C | 1.60473E+32 | -1008 | 
| G | 1.60473E+32 | -1008 | 
| C | 1.87063E+32 | -1588 | 
| A | 1.51E+46 | 100 | 
| C | 1.00206E+35 | -360 | 
| C | 1.00221E+18 | 2320 | 
| F | 1.00221E+18 | 2320 | 
| C | 1.00221E+18 | 2320 | 
| C | 1.00295E+35 | -1050 | 
| F | 1.00339E+35 | 0.06 | 
| C | 1.00388E+35 | -799 | 
| C | 1.004E+35 | -835.68 | 
| C | 1.004E+35 | -835.68 | 
| C | 1.004E+35 | -835.68 | 
| C | 1.004E+35 | -835.68 | 
| F | 1.00551E+35 | 0 | 
| A | 6.23E+46 | 100 | 
| G | 1.00639E+35 | 0 | 
| F | 1.0064E+35 | 0 | 
| A | 8.63E+46 | 100 | 
| G | 8.63E+46 | 100 | 
| F | 8.63E+46 | 100 | 
| UNKNOWN | 1.01022E+21 | 0 | 
| G | 1.01037E+31 | 1520 | 
| G | 1.01078E+35 | 356.47 | 
| G | 1.01078E+31 | -66.62 | 
| F | 1.0108E+35 | 0 | 
| A | 1.09E+47 | 100 | 
| F | 1.09E+47 | 100 | 
| F | 1.09E+47 | 100 | 
| A | 1.09E+47 | 100 | 
| D | 1.01345E+21 | 0 | 
| D | 1.01345E+21 | 0 | 
| F | 1.01413E+35 | 0 | 
| D | 1.01652E+21 | 0 | 
| D | 1.01652E+21 | 0 | 
| D | 1.01652E+21 | 0 | 
| UNKNOWN | 1.01652E+21 | 0 | 
| D | 1.01652E+21 | 0 | 
| D | 1.01841E+21 | 0 | 
| D | 1.01842E+21 | 0 | 
| D | 1.01844E+21 | 0 | 
| D | 1.01846E+19 | 0 | 
| D | 1.01851E+21 | 0 | 
| UNKNOWN | 1.01851E+21 | -1324.69 | 
| UNKNOWN | 1.01859E+22 | 1872.83 | 
| UNKNOWN | 1.01859E+22 | 832.27 | 
| D | 1.0186E+22 | 0 | 
| UNKNOWN | 1.0186E+22 | 265.11 | 
| UNKNOWN | 1.0186E+22 | 265.11 | 
| D | 1.0186E+22 | 0 | 
| UNKNOWN | 1.0186E+22 | 915.03 | 
| D | 1.01862E+22 | 0 | 
| A | 010300268DN1345 | -134.1 | 
| A | 010400499DN1345 | -159 | 
| A | 010400499DS13410 | -160 | 
| A | 010400982DS1342 | -160 | 
| A | 010401468DN1345 | 0 | 
| A | 010544DS1342 | -32 | 
| A | 010700500DS1345 | 0 | 
| A | 010700504DS1344 | 0 | 
| A | 010700733DS3344 | -128 | 
| A | 010800725DS1344 | -51.2 | 
| A | 010800814DS1344 | 0 | 
| A | 010801811DS1342 | -128 | 
| A | 010801927DS1344 | -40 | 
| A | 010802300DS2343 | -128 | 
| F | 1.08801E+11 | 0 | 
| A | 011827DS1343 | -160 | 
| A | 011001923DS1347 | 0 | 
| A | 11040142345 | -42 | 
| A | 011200224DS1349 | -160 | 
| A | 011201065DN1343 | -119.2 | 
| A | 011201065DS13412 | -89.6 | 
| A | 020200839DN1342 | -119.2 | 
| A | 020250949DN1345 | -110 | 
| G | 20380476349 | -1313.82 | 
| A | 020400319DS1348 | -115 | 
| A | 020401548DS1346 | -99 | 
| B | 20470661345 | -120 | 
| A | 020501729DN1343 | -119.2 | 
| A | 020501729DS1344 | -119.2 | 
| A | 020601393DS1123 | 0 | 
| A | 020602323DN1342 | -350 | 
| A | 020702131DS1342 | -16 | 
| B | 21030312343 | 0 | 
| B | 30670338347 | 0 | 
| G | 40701380347 | 0 | 
| G | 40701381348 | 0 | 
| B | 50200663341 | -11.68 | 
| G | 50401161344 | 0 | 
| G | 50573348 | 115 | 
| B | 506015341 | -50 | 
| H | 50802977342 | 0 | 
| G | 51102649343 | 0 | 
| G | 51102652343 | 0 | 
| B | 51202387344 | -199 | 
| H | 60203267343 | 0 | 
| H | 60204941349 | 0 | 
| H | 60403480343 | 0 | 
| B | 60503883343 | -110 | 
| H | 60902971341 | 0 | 
| B | 70402305341 | 0 | 
| B | 70603359344 | 0 | 
| B | 70702430343 | -540 | 
| H | 70800566343 | -1470 | 
| B | 71103143341 | 0 | 
| B | 100466344 | -140 | 
| B | 1882349 | -25 | 
| B | 1883342 | -25 | 
| B | 3556344 | -25 | 
| B | 3836344 | -315 | 
| B | 4760346 | -119 | 
| B | 2818342 | -25 | 
| B | 2865342 | -25 | 
| B | 2927344 | -25 | 
| B | 2928344 | -25 | 
| B | 2929346 | -110 | 
| B | 2938346 | -25 | 
| H | 90402220348 | -214 | 
| H | 9.04022E+11 | -95 | 
| H | 90901382342 | -110 | 
| H | 91101822341 | -1100 | 
| H | 1.00402E+11 | 0 | 
| H | 1.005E+11 | 0 | 
| H | 1.10303E+11 | -1851.19 | 
| H | 111138341 | -135 | 
| H | 1.20303E+11 | -526 | 
| H | 1.20602E+11 | 0 | 
| D | 2.06715E+16 | 0 | 
| D | 2.07846E+16 | 0 | 
| D | 2.08513E+19 | 0 | 
| D | 2.09413E+19 | 0 | 
| UNKNOWN | 2.00932E+20 | 0 | 
| UNKNOWN | 2.00934E+20 | 0 | 
| UNKNOWN | 2.00934E+20 | 0 | 
| UNKNOWN | 2.00934E+20 | 0 | 
| UNKNOWN | 2.00934E+20 | 0 | 
| UNKNOWN | 2.00937E+22 | 0 | 
| UNKNOWN | 2.00939E+22 | 2276.52 | 
| UNKNOWN | 2.00939E+22 | 2276.52 | 
| H | 181884 | 1800 | 
| H | 181884 | 1800 | 
| H | 4201104 | 760 | 
| F | 4201145 | 550 | 
| B | 1149 | 240 | 
| F | 1149 | 240 | 
| B | 1205 | 710 | 
| B | 1205 | 710 | 
| G | 4201263 | 652 | 
| G | 4201266 | 149.92 | 
| H | 4201266 | 149.92 | 
| C | 4201299 | 649 | 
| C | 4201299 | 649 | 
| E | 4201311 | 0 | 
| E | 4201311 | 0 | 
| E | 4201315 | 1750 | 
| E | 4201315 | 1750 | 
Please share sample QVW instead copy paste data from community.
 
					
				
		
Please refer the below link...
 PrashantSangle
		
			PrashantSangle
		
		
		
		
		
		
		
		
	
			
		
		
			
					
		what is your expected output w.r.t to data??
can explain the logic of calculating distribution %
Regards,
 
					
				
		
Hello,
I am try to show the distribution of Connections Type. Below is the table and i am calculating "Average Cost of Employee" by using below logic
Logic = sum(aggr(SUM(DISTINCT Amount),Emp_id))/ COUNT(DISTINCT Emp_id)
| CONNECTION TYPE | Average Cost Per Employee | Need This | Needed % is | 
| A | -71 | -17% | -71/424 | 
| B | -39 | -9% | -39/424 | 
| C | -334 | -79% | -334/424 | 
| D | -11 | -3% | -11/424 | 
| E | 336 | 79% | 336/424 | 
| F | 50 | 12% | 50/424 | 
| G | 94 | 22% | 94/424 | 
| H | -155 | -36% | -155/424 | 
| UNKNOWN | 554 | 130% | 554/424 | 
I need third column which is distribution of "Average Cost of Employee"/ "Grant Total of Average Cost of Employee". 
i.e A connection Type is -71/424 = -17%.
Fourth column is input of third column.
Please refer raw data from below path.Sorry i am unable to attached it 
 
					
				
		
 rahulgoyal1287
		
			rahulgoyal1287
		
		
		
		
		
		
		
		
	
			
		
		
			
					
		Hello Jaspreet,
it looks simple.. you can use following formula to get the numbers -
SUM([Average Cost Per Employee]) / SUM( <TOTAL  NECTION TYPE> [Average Cost Per Employee])
| NECTION TYPE | Average Cost Per Employee | Need This | Needed % is | 
| A | -71 | -17% | -71/424 | 
| B | -39 | -9% | -39/424 | 
| C | -334 | -79% | -334/424 | 
| D | -11 | -3% | -11/424 | 
| E | 336 | 79% | 336/424 | 
| F | 50 | 12% | 50/424 | 
| G | 94 | 22% | 94/424 | 
| H | -155 | -36% | -155/424 | 
| UNKNOWN | 554 | 130% | 554/424 | 
let me know if it works.
Rahul
 
					
				
				
			
		
Hello,
Please find below sample raw data. Sorry I am unable to PFA file