Mathematics
         
语言:中文    Language:English
Mathematical calculation:
    Enter the mathematical formula directly and click the "Next" button to get the calculation answer.
    It supports mathematical functions (including trigonometric functions).
    Current location:Mathematical operation > History of Mathematical Computation > Answer

    Overview: 1 questions will be solved this time.Among them
           ☆1 integer calculations

[1/1 Integer column vertical calculation]
    Question type: Integer multiplication
    Original question: 45471488023741469901062524727832585437688256004096*45471488023741469901062524727832585437688256004096的解.
    题型:方程
    解:
    方程化为一般式后,有公因式:
    ( r + 1 )
    由
        r + 1 = 0

    得:
        r1=-1,它是方程的增解。
    不能由因式分解法得出的解:
        r2≈0.052120 ,保留6位小数
    
    有 2个解。

    其中有1个增解,剩下1个实数解。
(提示:“增解”是计算机计算产生,但是又不符合该方程式。)

    Solution:
    45471488023741469901062524727832585437688256004096*45471488023741469901062524727832585437688256004096 = 2067656223093263927980708953885743157166447558875722250464939899375566971384933980227078193168777216
    Column vertical calculation:
                                                       45471488023741469901062524727832585437688256004096
                                                      45471488023741469901062524727832585437688256004096

                                                      272828928142448819406375148366995512626129536024576
                                                     409243392213673229109562722550493268939194304036864 
                                                     00000000000000000000000000000000000000000000000000  
                                                   181885952094965879604250098911330341750753024016384   
                                                   00000000000000000000000000000000000000000000000000    
                                                  00000000000000000000000000000000000000000000000000     
                                                272828928142448819406375148366995512626129536024576      
                                               227357440118707349505312623639162927188441280020480       
                                               90942976047482939802125049455665170875376512008192        
                                             363771904189931759208500197822660683501506048032768         
                                            363771904189931759208500197822660683501506048032768          
                                           272828928142448819406375148366995512626129536024576           
                                          318300416166190289307437673094828098063817792028672            
                                         136414464071224409703187574183497756313064768012288             
                                        181885952094965879604250098911330341750753024016384              
                                       227357440118707349505312623639162927188441280020480               
                                      363771904189931759208500197822660683501506048032768                
                                     227357440118707349505312623639162927188441280020480                 
                                     90942976047482939802125049455665170875376512008192                  
                                   136414464071224409703187574183497756313064768012288                   
                                  363771904189931759208500197822660683501506048032768                    
                                 318300416166190289307437673094828098063817792028672                     
                                 90942976047482939802125049455665170875376512008192                      
                               318300416166190289307437673094828098063817792028672                       
                              181885952094965879604250098911330341750753024016384                        
                              90942976047482939802125049455665170875376512008192                         
                            227357440118707349505312623639162927188441280020480                          
                            90942976047482939802125049455665170875376512008192                           
                          272828928142448819406375148366995512626129536024576                            
                          00000000000000000000000000000000000000000000000000                             
                         45471488023741469901062524727832585437688256004096                              
                        00000000000000000000000000000000000000000000000000                               
                      409243392213673229109562722550493268939194304036864                                
                     409243392213673229109562722550493268939194304036864                                 
                    272828928142448819406375148366995512626129536024576                                  
                   181885952094965879604250098911330341750753024016384                                   
                   45471488023741469901062524727832585437688256004096                                    
                 181885952094965879604250098911330341750753024016384                                     
                318300416166190289307437673094828098063817792028672                                      
               136414464071224409703187574183497756313064768012288                                       
               90942976047482939802125049455665170875376512008192                                        
              00000000000000000000000000000000000000000000000000                                         
            363771904189931759208500197822660683501506048032768                                          
           363771904189931759208500197822660683501506048032768                                           
          181885952094965879604250098911330341750753024016384                                            
          45471488023741469901062524727832585437688256004096                                             
        318300416166190289307437673094828098063817792028672                                              
       181885952094965879604250098911330341750753024016384                                               
      227357440118707349505312623639162927188441280020480                                                
     181885952094965879604250098911330341750753024016384                                                 

     2067656223093263927980708953885743157166447558875722250464939899375566971384933980227078193168777216



Your problem has not been solved here? Please go to the Hot Problems section!





  New addition:Lenders ToolBox module(Specific location:Math OP > Lenders ToolBox ),welcome。