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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    0.7=(1×1+n×0.995)/1+n
    0.7=(1×1.022+n×0.995)/1+n
    (1600÷s^2÷(0.04*s^2+1)÷(0.0625^2*s^2+1))^0.5=1
    0.7=(1×10.97+n×9.95)/(1+n)
    0.7=(0.33×10.97+n×9.95)/(0.33+n)
    0.7=(0.33×10.97+n×9.95)/0.33+n
    (X-200)*(1-25%)/3000=(X-200-150)*(1-25%)/3000+300
    (X-200)*(1-25%)/3000=(X-200-150)*(1-25%)/3300
    60-(7+x)÷4=56
    -1*2*arctan1-arctan(0.2*w)-arctan(0.0625*w)=-1*4*arctan1
    40÷s^2÷(0.04*s^2+1)÷(0.0625^2*s^2+1)=1
    (X-200)*(1-25%)/3300=(X-150-200)*(1-25%)/3000
    (X-200)*(1-0.25)/3300
    75%-15%-(1+X)/X*10%*80%=0
    84.1 = 36.85ln(x) - 3.6995
    50 = 36.85ln(x) - 3.6995
    x-74除以77-x等于0.5
    84.1 = 36.068ln(x) - 3.7112
    50 = 36.068ln(x) - 3.7112
    84.1 = 36.232ln(x) - 3.822

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