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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    36(1+0.26w×0.26w)=w×w×(1+0.2w×0.2w)×(1+0.05w×0.05w)×(1+0.13w×0.13w)
    0.0178x+1.8x∧0.4=22.7*13.82
    0.0178x+1.8x∧0.6=22.7*13.82
    2x²-81x +784 =0
    t^2-t+1=1
    2x+35-x=94
    2x+4(35-x)=94
    100*(1+r)^2 = 100*(1+6%)*(1+7%)
    100*(1+r)^2=100*(1+6%)*(1+7%)
    6/[w×sqrt(1+0.2w×0.2w)×sqrt(1+0.05w×0.05w)]=0.70
    lgx=-0.155
    lgx=-62
    lgx=62
    lg{6/[w×sqrt(1+0.2w×0.2w)×sqrt(1+0.05w×0.05w)]}=-62
    lg{6/[w×sqrt(1+0.2w×0.2w)×sqrt(1+0.05w×0.05w)]}=-18.6
    arctan(0.26*x)-arctan(0.2*x)-arctan(0.05*x)-arctan(0.14*x)=-90
    arctan0.26x-arctan0.2x-arctan0.05x-arctan0.14x=-90
    arctan0.26w-arctan0.2w-arctan0.05w-arctan0.14w=-3.14/2
    arctan0.26w-arctan0.2w-arctan0.05w-arctan0.14w=-π/2
    arctan(0.255w)-90-arctan(0.13w)-arctan(0.2w)-arctan(0.05w)=-180

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