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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    5X=0.5-0.3
    X(1-0.2*2)=(60+90)
    X=(60+90)÷(1-0.2*2)
    158250+(1.0%X+27500)+5.4%X=X
    104.2*(1+x)^6=107.4
    198000+(1.0%X+27500)+5.4%X=X
    (9170+10+X)*(4.42672%+1.7%)=4X
    (x-0.899)*400-0.1=1
    2.77x∧2-0.9425x+0.05346237=0
    2.77x2-0.9425x+0.05346237=0
    182750+(1.0%X+26250)+5.4%X=X
    13.8*300*x(818.52-355+x/2)=96366600
    0.0256*0.056*(1.2/2/0.0256-x)=(1200*6.02*10^23/3.14/0.72*10^9)^0.5*(e^(x/2)-e^(-x/2))/2*1.6/10^19
    0.0256*0.0056*(1.2/2/0.0256-x)=(1200*6.02*10^23/3.14/0.72*10^9)^0.5*(e^(x/2)-e^(-x/2))/2*1.6/10^19
    0.0256*0.18*(1.2/2/0.0256-x)=(1200*6.02*10^23/3.14/0.72*10^9)^0.5*(e^(x/2)-e^(-x/2))/2*1.6/10^19
    y^3+ 1/3y=28/27
    m/200+3000-m/250=3000/150-6
    X×100/80/1.05/100×100=244
    s²+s=1.27×10^-36
    s²+s=1.27×10^-3

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