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Orientación Universidad
Orientación Universidad

Curvas planas y ecuaciones, Apuntes de Matemáticas

ecuaciones de matematicas para poder realizar e implementar curvas planas con sus respectivas ecuaciones

Tipo: Apuntes

2018/2019

Subido el 08/07/2019

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 
 

  

 

  
 


      


     
   
   
  



     
     
    
  
 
  
 

 
       
 














 



 



 

 
 


  
  
  
 
 
   
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   (^)   (^)   (^)   (^)    







    

  ^   

                  ^                        

  

  ^     



  ^   

         ^ ^ ^   ^ ^ ^            (^)                   (^) ^    ^ ^               ^       ^ 

  ^              

   ^ ^ ^ 

  

  

^

^

^

^

^  ^  

^  ^  

                (^)               ^   ^    

   

 

    

  ^ 

       ^    

       (^)           ^                  (^) 

  ^     ^  

^  ^  



                         

      ^  

  ^     ^  

           ^    

  ^    

     ^        ^  

     (^)      (^)        

       ^     

       ^     ^  

              ^  

   

 ^ ^   

                         

^ 

 ^ ^

^ ^ ^ ^    ^ ^ ^ ^ ^   ^    ^ ^   ^ ^  ^ ^ ^ ^ ^    

  ^    ^  

 ^ ^ ^    ^ ^   ^ ^ ^       ^ ^   ^ ^ ^ ^   ^ ^ ^   

^  

       (^)           

^

^

     ^    

     ^   

^  ^     ^    ^  

^  ^   ^    ^   

       

            

    ^ 

^

       

       

           

 

       

     ^ ^ 

            ^          

     ^    

                     

 ^       

                            

   ^ 

        

                   