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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (X^2)*ln((0.9125*0.7371)/(X*0.8608))/(((1-X)^2)*ln((1-0.9125)*0.7371)/((1-X)*0.5105))=1
    (X^2)*ln((0.9*0.7371)/(X*0.8608))/(((1-X)^2)*ln((1-0.9)*0.7371)/((1-X)*0.5105))=1
    1=0.8*(10+x)/x
     4n*n+n+3=498
    r*r+3r=10300
    4x^2-35x+69
    a×0.6=29.6
    a×0.6=20.8
    a×0.6=14.6
    a×0.6=9.6
    (188+344)/30*x+180/30*(x+15)+90/30(x+30)=1445
    (-1+cos(x)*0+sin(x)*-1)^2+(-1+cos(x)*1+sin(x)*0)^2-1^2=0
    (-1+cos(x)0+sin(x)-1)^2+(-1+cos(x)*1+sin(x)*0)^2-1^2
    (39.402+x)×2.05=39.402+71.604-x
    (39.402+x)×2.15=39.402+71.604-x
    (39.402+x)×2.25=39.402+71.604-x
    (39.402+x)×2.25=39.402+71.604-x
    (39.402+x)×2.25=39.402+71.604-x
    (39.402+x)×2.25=39.402+72.104-x
    1.25=10.5x-x^2

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