Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    X+(X/1.01*0.01)+((X+(X/1.01*0.01))-800)*0.2=1400
    X+(X/1.01*0.01)+((X+(X/1.01*0.01))-(X+(X/1.01*0.01))*0.2)*0.2=1000
    X+(X/1.01*0.01)+((X+(X/1.01*0.01))-(X+(X/1.01*0.01))*0.2)*0.2=1400
    X+(X/1.01*0.01)+(((X+(X/1.01*0.01))-(X+(X/1.01*0.01)*0.2)*0.2)=6000
    X+(X/1.01*0.01)+((X+(X/1.01*0.01))-(X+(X/1.01*0.01))*0.2)*0.2=6000
    160x+x/2+7(x-1000)+158(x+1000)+x+52(x+500)+x/6+x/12*8+(x-500)/2=4948953.49
    1-logx
    1-1/(1+0.1244x)²=0.847
    18%*X+13%*(1-X)=16%
    18%*X+13%*(1-X)=16%
    18%*X+13%*(1-X)=16%
    18%*X+13%*(1-X)=16%
    1.34*(x-0.7)^2*(1+0.1x)=0.1
    (52-x)(48-x)=2300
    arctan(10*(x^2))-arctan20x=30
    arctan(x^3/5)-arctan2x=50
    arctan(x^3/5)-arctan2x=30
    arctan(x*(5^(1/3)))-arctan(2*(5^(1/3)))=30
    arctan(10x)-arctan(2x)=30
    arctan100x-arctan2x=30

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