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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    330×3041=11.5×9900×x+330×452
    3x^2+6x+2=0
    sin(x) = (1-cos(x))*20924.535
    sin(x) = (1-cos(x))*12924.535
    sin(x) = (1-cos(x))*2924.535
    sin(x) = (1-cos(x))*5924.535
    A*10%/4>=300000
    sin(x) = (1-cos(x))*10924.535
    sin(x) = (1-cos(x))*9924.535
    sin(x) = (1-cos(x))*13924.535
    sin(x) = (1-cos(x))*6924.535
    (2505/tan(180-x)+510)*6.28*(180-x)/360 = 3850/2
    (2505/tan(180-x)+510)*6.28*(180-x)/260 = 3850/2
    sin(x)-(1-cos(x))*6924.1 = 0
    sin(x)-(1-cos(x))*6924 = 0
    sin(x)-(1-cos(x))*7000 = 0
    sin(x)-(1-cos(x))*9000 = 0
    sin(x)-(1-cos(x))*13849.341 = 0
    3x^3+x^2-14x-8=0
    3x^3+x^2-14^-8=0

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