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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    K=1574+31.48+0.01K+35.92+0.0002K+82.07+0.0005K+0.0538K
    35+16l-3l²=0
    x-x*0.065-(x+1145872.48)*0.0003=1145872.48
    2+lnx=1/x
    x-x*0.065-(x+1141972.48)*0.0003=1141972.48
    (x^2)*(ln((2.585*(10^(-3))*0.545)/((2.1665*(10^(-3)))*x))) = ((1-x)^2)*(ln((2.585*(10^(-3))*0.455)/((0.015*(1-x)))))
    (x^2)*(ln((2.6914*(10^(-3))*0.651)/((2.1665*(10^(-3)))*x))) = ((1-x)^2)*(ln((2.6914*(10^(-3))*0.349)/((0.015*(1-x)))))
    (x^2)*(ln((2.69806*(10^(-3))*0.762)/((2.1665*(10^(-3)))*x))) = ((1-x)^2)*(ln((2.69806*(10^(-3))*0.238)/((0.015*(1-x)))))
    (1/150)x^2-0.2x=6/(1-0.64)
    (1/150)x^2-0.2x=6
    x+0.7x=1042
    (C2)0.4×(1-0.4)×0.2
    (C21)0.4×(1-0.4)×0.2
    tanx0.02
    C210.4×(1-0.4)×0.2
    tanx=0.02
    tanx=0.02
    3x+3=1/3x+1
    x*99.98%-96.186*100.02%=3/90
    3x+3=1/3x+1

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