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           ☆1 integer calculations

[1/1 Integer column vertical calculation]
    Question type: Integer multiplication
    Original question: 25483586645424863808541787003121573539865486688256*25483586645424863808541787003121573539865486688256p;Note that variables are case sensitive.
\[ \begin{equation}\begin{split}[1/1]Find\ the\ 4th\ derivative\ of\ function\ (x - 4){e}^{x} + C{x}^{3} + C*2{x}^{2} + C*3x + C*4\ with\ respect\ to\ x:\\\end{split}\end{equation} \]\[ \begin{equation}\begin{split}\\Solution:&\\ &Primitive\ function\ = x{e}^{x} - 4{e}^{x} + Cx^{3} + 2Cx^{2} + 3Cx + 4C\\&\color{blue}{The\ first\ derivative\ function:}\\&\frac{d\left( x{e}^{x} - 4{e}^{x} + Cx^{3} + 2Cx^{2} + 3Cx + 4C\right)}{dx}\\=&{e}^{x} + x({e}^{x}((1)ln(e) + \frac{(x)(0)}{(e)})) - 4({e}^{x}((1)ln(e) + \frac{(x)(0)}{(e)})) + C*3x^{2} + 2C*2x + 3C + 0\\=&-3{e}^{x} + x{e}^{x} + 3Cx^{2} + 4Cx + 3C\\\\ &\color{blue}{The\ second\ derivative\ of\ function:} \\&\frac{d\left( -3{e}^{x} + x{e}^{x} + 3Cx^{2} + 4Cx + 3C\right)}{dx}\\=&-3({e}^{x}((1)ln(e) + \frac{(x)(0)}{(e)})) + {e}^{x} ‑
    Solution:
    25483586645424863808541787003121573539865486688256*25483586645424863808541787003121573539865486688256 = 649413188314876463379779149650175641786638795729481796783161932315224652154582410523516338528321536
    Column vertical calculation:
                                                       25483586645424863808541787003121573539865486688256
                                                      25483586645424863808541787003121573539865486688256

                                                      152901519872549182851250722018729441239192920129536
                                                     127417933227124319042708935015607867699327433441280 
                                                     50967173290849727617083574006243147079730973376512  
                                                   203868693163398910468334296024972588318923893506048   
                                                  203868693163398910468334296024972588318923893506048    
                                                 152901519872549182851250722018729441239192920129536     
                                                152901519872549182851250722018729441239192920129536      
                                               203868693163398910468334296024972588318923893506048       
                                              101934346581699455234167148012486294159461946753024        
                                             127417933227124319042708935015607867699327433441280         
                                            152901519872549182851250722018729441239192920129536          
                                           203868693163398910468334296024972588318923893506048           
                                          229352279808823774276876083028094161858789380194304            
                                          76450759936274591425625361009364720619596460064768             
                                        127417933227124319042708935015607867699327433441280              
                                        76450759936274591425625361009364720619596460064768               
                                      178385106517974046659792509021851014779058406817792                
                                     127417933227124319042708935015607867699327433441280                 
                                     25483586645424863808541787003121573539865486688256                  
                                    50967173290849727617083574006243147079730973376512                   
                                   25483586645424863808541787003121573539865486688256                    
                                  76450759936274591425625361009364720619596460064768                     
                                 00000000000000000000000000000000000000000000000000                      
                                00000000000000000000000000000000000000000000000000                       
                              178385106517974046659792509021851014779058406817792                        
                             203868693163398910468334296024972588318923893506048                         
                            178385106517974046659792509021851014779058406817792                          
                            25483586645424863808541787003121573539865486688256                           
                          101934346581699455234167148012486294159461946753024                            
                         127417933227124319042708935015607867699327433441280                             
                        203868693163398910468334296024972588318923893506048                              
                        00000000000000000000000000000000000000000000000000                               
                      203868693163398910468334296024972588318923893506048                                
                      76450759936274591425625361009364720619596460064768                                 
                    152901519872549182851250722018729441239192920129536                                  
                   203868693163398910468334296024972588318923893506048                                   
                  101934346581699455234167148012486294159461946753024                                    
                  50967173290849727617083574006243147079730973376512                                     
                101934346581699455234167148012486294159461946753024                                      
               127417933227124319042708935015607867699327433441280                                       
              101934346581699455234167148012486294159461946753024                                        
             152901519872549182851250722018729441239192920129536                                         
            152901519872549182851250722018729441239192920129536                                          
           203868693163398910468334296024972588318923893506048                                           
          127417933227124319042708935015607867699327433441280                                            
          76450759936274591425625361009364720619596460064768                                             
        203868693163398910468334296024972588318923893506048                                              
       101934346581699455234167148012486294159461946753024                                               
      127417933227124319042708935015607867699327433441280                                                
      50967173290849727617083574006243147079730973376512                                                 

      649413188314876463379779149650175641786638795729481796783161932315224652154582410523516338528321536



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