Mathematics
         
语言:中文    Language:English
                                Equations   
Fold
                                Unary equation
                                Multivariate equation
                                Math OP  
Unfold
                                Linear algebra      
Unfold
                                Derivative function
                                Function image
                                Hot issues
On line Solution of Monovariate Equation:
    Input any unary equation directly, and then click the "Next" button to obtain the solution of the equation.
    It supports equations that contain mathematical functions.
    Current location:Equations > Monovariate Equation > The history of univariate equation calculation > Answer
    Overview: 1 questions will be solved this time.Among them
           ☆1 arithmetic calculations

[1/1 Formula]
    Work: Calculate the value of equation 5500+300*((1+0.1)^10-1)/(0.1*(1+0.1)^10)+5000*((1+0.1)^9-1)/(0.1*(1+0.1)^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20) .
    Question type: Mathematical calculation
    Solution:
          5500+300*((1+0.1)^10-1)/(0.1*(1+0.1)^10)+5000*((1+0.1)^9-1)/(0.1*(1+0.1)^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)
        =5500+300*(1.1^10-1)/(0.1*(1+0.1)^10)+5000*((1+0.1)^9-1)/(0.1*(1+0.1)^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)
        =5500+300*1.593742/(0.1*(1+0.1)^10)+5000*((1+0.1)^9-1)/(0.1*(1+0.1)^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)
        =5500+300*1.593742/(0.1*1.1^10)+5000*((1+0.1)^9-1)/(0.1*(1+0.1)^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)
        =5500+300*1.593742/0.259374+5000*((1+0.1)^9-1)/(0.1*(1+0.1)^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)
        =5500+300*1.593742/0.259374+5000*(1.1^9-1)/(0.1*(1+0.1)^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)
        =5500+300*1.593742/0.259374+5000*1.357948/(0.1*(1+0.1)^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)
        =5500+300*1.593742/0.259374+5000*1.357948/(0.1*1.1^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)
        =5500+300*1.593742/0.259374+5000*1.357948/0.235795+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)
        =5500+300*1.593742/0.259374+5000*1.357948/0.235795+20000*(1.1^20-1)/(0.1*(1+0.1)^20)
        =5500+300*1.593742/0.259374+5000*1.357948/0.235795+20000*5.7275/(0.1*(1+0.1)^20)
        =5500+300*1.593742/0.259374+5000*1.357948/0.235795+20000*5.7275/(0.1*1.1^20)
        =5500+300*1.593742/0.259374+5000*1.357948/0.235795+20000*5.7275/0.67275
        =5500+478.1226/0.259374+5000*1.357948/0.235795+20000*5.7275/0.67275
        =5500+1843.371348+5000*1.357948/0.235795+20000*5.7275/0.67275
        =5500+1843.371348+6789.74/0.235795+20000*5.7275/0.67275
        =5500+1843.371348+28795.097436+20000*5.7275/0.67275
        =5500+1843.371348+28795.097436+114550/0.67275
        =5500+1843.371348+28795.097436+170271.274619
        =7343.371348+28795.097436+170271.274619
        =36138.468784+170271.274619
        =206409.743403

    Answer:5500+300*((1+0.1)^10-1)/(0.1*(1+0.1)^10)+5000*((1+0.1)^9-1)/(0.1*(1+0.1)^9)+20000*((1+0.1)^20-1)/(0.1*(1+0.1)^20)=206409.743403


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。