Teoría de conjuntos - Ejemplo aplicado













2





           
            
            
           



            
          




          


 
 
 



3


            
           
           
  

 
          
=
…  
 

 


={ , , , , , }








4






          

 ,

,

,

…






          






5

           










            

 

               





 
    U.      





 


  


6

 


M 


 

G = {x |

= 4}


            


 



               







7

                


 


 


 

 



 
 

8

 
 
 

 






9


 

 
            
    
 



 






10



 





11

















12

Teoría de conjuntos - Ejemplo aplicado

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