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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    arctanx+arctan0.05x=90
    arctan(0.2x)+arctan(0.02x)=90
    arctan0.2x+arctan0.02x=90
    arctan0.2x+arctan0.02x=90
    ((4-x)√8x*√(2-x))/(8-3x)
    509.4*(tan arccos 0.76-tan arccos 0.92)kvar
    arctanx=45
    x^2-3x+1.382=0
    x^2-3x+1=0
    10x^2-21x+10=0
    B×B+B=600
    285600*X=289665.98
    inv16.14
    3(x-18)=135
    0.0256*0.2*(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*0.1*(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*0.1*(0.24/2/0.0256-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
    x*0.01*1.12/1.01+880750-x=880750*0.06*1.12/1.06
    x-(x/1.01*0.01)-(x/1.01*0.01*0.07/2)-{x-(x/1.01*0.01)-(x/1.01*0.01*0.07/2)-800}*0.2 = 1400
    x*0.01*1.12/1.01+400000-x=400000*0.06*1.12/1.06

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