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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (1200+2x)x^1/2=100
    0.5*18.17*(29-21.549)^2*(1+0.02*(30-x)) = 0.5*113.85*(3.1305)^2*(1+0.02*x)
    -58.5*x^4+4*x^3+12.5*x^2+38.34*x+108.34=0
    292500*292500
    5=2.4365+0.0485/x
    2100*2100*475*475
    8x÷(10×(85-x))=1/3
    e^(-0.1)-e^(-0.1x)=1/3
    0.5*18.17*(29-6.549)^2*(1+0.02*(30-x)) = 0.5*113.85*(3.1305)^2*(1+0.02*x)
    e^(-0.1x)=1
    e^(-0.1)
    0.5*28.75*(x-1.5)^2*(1+0.02*x) = 153.91955
    8x÷(10×(85-x))
    3.5*3000/x+(7500/x-350)*(3.5-0.2x)+200(0.8(3.5+x)-1.2x) = 12060
    218cos(x/400)-200sin(x/400)=81
    e^0.1
    0.5*18.17*(29-6.549)^2*(1+0.02*(30-x))=0.5*113.85*(3.144)^2*(1+0.02*x)
    0.5*4.6*(29-6.549)^2*(1+0.02*(30-x))=0.5*28.75*(3.144)^2*(1+0.02*x)
    x=1.9×0.801×143.48/200000×(1.9×30+0.08×36/0.0305)
    x=1.9×0.801×143.48/200000×(1.9×65+0.08×36/0.0305)

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