Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    15 = -4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    14 = -4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    13=-4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    12=-4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    11=-4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    11 = -4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    11 = -4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    10=-4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    9=-4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    8=-4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    7=-4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    1/x+1/2*x=2
    6=-4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    5=-4.946/0.01*ln(4.946-0.1x)-x/0.1+794.7
    X+(X*0.13)=999
    x^7+x^6+x^5=3.3059
    (166+291)/30*x+159/30*(x+15)+120/30(x+30)=895
    arctan(3.5/x) = 12+1.146
    arctan(4/x) = 12+1.146
    arctan(4/x) = 16+1.146

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