Example
                 	This example might help you to analyse your results.
                 	The following table shows you the most important W production processes that may take place.
                        The W production processes of quark gluon interactions are displayed in the first row and those of gluon gluon interactions in the second row.
                        Processes in which a W+ particle can be produced are shown in the first column whereas the second column contains the processes of W- production.
                 	
                 	  
                 	
                 	
                 		
                 	 
                 	
Now, we'll add information given by the theory and the example of one measurement to that table in order to calculate individual contributions of the processes that produce W particles.
From theory (see hint 1) we know, that 66% of the W particles are produced in quark gluon interactions and 34% in gluon gluon interactions. We also stipulate one possible result of the measurement: 55% W+, 45% W-:
                 	  
	                 
                 	
                 		
                 	 
                 	
Theoretical predictions (see hint 2) help us to calculate the contributions of the individual gluon gluon interactions since both processes happen with the same rate:
				   
                 
                 	
                 		
                 	 
                 	
The last two missing proportions can now be easily calculated by building the sum of both columns:
				   
                 
				 	
                 		
                 	 
                 	
For the chosen example the ratio of W+ to W- (both produced in quark gluon interactions) is 38:28, or simply 1.4.
					  
					
					  
	                
| Interaction process | W+ | W- | 
|---|---|---|
| Quark gluon interaction | ![]()  | 
                 			![]()  | 
                 		
| Gluon gluon interaction | ![]()  | 
                 			![]()  | 
                 		
Now, we'll add information given by the theory and the example of one measurement to that table in order to calculate individual contributions of the processes that produce W particles.
From theory (see hint 1) we know, that 66% of the W particles are produced in quark gluon interactions and 34% in gluon gluon interactions. We also stipulate one possible result of the measurement: 55% W+, 45% W-:
| Interaction process | W+ | W- | theory | 
|---|---|---|---|
| Quark gluon interaction | ![]()  | 
                 			![]()  | 
                 			66% | 
| Gluon gluon interaction | ![]()  | 
                 			![]()  | 
                 			34% | 
| measurement | 55% | 45% | 100% | 
Theoretical predictions (see hint 2) help us to calculate the contributions of the individual gluon gluon interactions since both processes happen with the same rate:
| Interaction process | W+ | W- | theory | 
|---|---|---|---|
| Quark gluon interaction | ![]()  | 
                 			![]()  | 
                 			66% | 
| Gluon gluon interaction |  : 17% | 
                 			 : 17% | 
                 			34% | 
| measurement | 55% | 45% | 100% | 
The last two missing proportions can now be easily calculated by building the sum of both columns:
| Interaction process | W+ | W- | theory | 
|---|---|---|---|
| Quark gluon interaction |  : 38% | 
                 			 : 28% | 
                 			66% | 
| Gluon gluon interaction |  : 17% | 
                 			 : 17% | 
                 			34% | 
| measurement | 55% | 45% | 100% | 
For the chosen example the ratio of W+ to W- (both produced in quark gluon interactions) is 38:28, or simply 1.4.
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