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Mathematical calculation:
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    Current location:Mathematical operation > History of Mathematical Computation > Answer
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           ☆1 arithmetic calculations

[1/1 Formula]
    Work: Calculate the value of equation -4000-1000/(1+1.01)+600*(1-(1+1.01)^29)/(1-(1+1.01))*(1+1.01)^2 .
    Question type: Mathematical calculation
    Solution:
          -4000-1000/(1+1.01)+600*(1-(1+1.01)^29)/(1-(1+1.01))*(1+1.01)^2
        =-4000-1000/2.01+600*(1-(1+1.01)^29)/(1-(1+1.01))*(1+1.01)^2
        =-4000-1000/2.01+600*(1-2.01^29)/(1-(1+1.01))*(1+1.01)^2
        =-4000-1000/2.01+600*(-620419821.587958)/(1-(1+1.01))*(1+1.01)^2
        =-4000-1000/2.01+600*(-620419821.587958)/(1-2.01)*(1+1.01)^2
        =-4000-1000/2.01+600*(-620419821.587958)/(-1.01)*(1+1.01)^2
        =-4000-1000/2.01+600*(-620419821.587958)/(-1.01)*2.01^2
        =-4000-1000/2.01+600*(-620419821.587958)/(-1.01)*4.040099999999999
        =-4000-497.512438+600*(-620419821.587958)/(-1.01)*4.040099999999999
        =-4000-497.512438+(-372251892952.77478)/(-1.01)*4.040099999999999
        =-4000-497.512438+368566230646.311646*4.040099999999999
        =-4000-497.512438+1489044428434.16333
        =-4497.512438+1489044428434.16333
        =1489044423936.650879

    Answer:-4000-1000/(1+1.01)+600*(1-(1+1.01)^29)/(1-(1+1.01))*(1+1.01)^2=1489044423936.650879


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