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Calculus Cheat Sheet Derivatives Reduced-1

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   
   
   


   
 



 
 
   

   



      





    





       




  
 


   
  
 
    
   


        


  


 
   


  
  
 


     







 



 
  





 

  

 

  
    

    


   


   
  


 



 




 


 


 













   
 


 

  


 
      

    









 
  








 
 

   







 
   
   





 





 
  


   
 
 




 


  
  


 
 


          


 




 
  


   

 


     



 



 


 
       
 
  


 

      
 

 


  
 
 

    

 
  
   
   





    





 
    
 


 


  



 


  
    

 


 
 
 

 
   
  
  

   
    
 


   

   

       


 
             


 



 
 
 

 

 

 
 

 

 


 




 
 


 

 



 
 

 

 



 
 
 
    

  


 
    
 
    




    
 
 
 

     












 
       

  



 




 



 
 








  

  

       
 

 

 
 
 

    
 
 
 
    
 
 


    
 
    
 
    
 
 



    
    
  
 

 
   

 
 

 


  
  
 
      


   
  
  
  
   



    
  
  



  
   
  







  

 
   
  

  

  
  
 







  
 


  
 
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