Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    0.1 = 14*167.1/(x^(3))+4.3*167.1^(2/3)/(x^(2))+1.1*167.1^(1/3)/x
    0.45 = 14*167.1/(x^(3))+4.3*167.1^(2/3)/(x^(2))+1.1*167.1^(1/3)/x
    0.05 = 14*167.1/(x^(3))+4.3*167.1^(2/3)/(x^(2))+1.1*167.1^(1/3)/x
    0.05 = 14*167.1/x^(3)+4.3*167.1^(2/3)/x^(2)+1.1*167.1^(1/3)/x^(1)
    0.05=14*167.1/x^(3)+4.3*167.1^(2/3)/x^(2)+1.1*167.1^(1/3)/x^(1)
    1/x=x-2
    tan(x)=1.135
    x-12%/18%-x=230/78
    0.854=0.9/(0.077*x)+1/tan(0.0385*x)+(1/(tan(0.0385*x)*tan(0.0385*x))+1+(2.1/(0.077*x))^2)^0.5
    12.14x=(3.5+x)*7.98
    -0.5x(x-3)²=x-1
    0.5x(x-3)²=x-1
    7X+1=8X-2
    6.9x-390=(6x-600)(1+20%)
    (20-x)(38-x)=544
    X-674.52-(X-674.52-10000)*3%=14128.54
    3x+2x=3
    X-578.52-(X-578.52-10000)*3%=11400.15
    X-462.16-(X-462.16-10000)*3%=12149.46
    X-674.52-(X-675.52-10000)*3%=9910.50

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