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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (x^2)*ln(0.8*3.342/4.074/x)/((1-x)^2)/ln(0.2*3.342/47.97/(1-x))
    x^2*ln(0.8*3.342/4.074/x)/(1-x)^2/ln(0.2*3.342/47.97/(1-x))
    1.6(1+X)(1+x)=2.5
    1.6(1+x)(1+x)=2.5
    xx+2x-0.25=0
    (X^2*ln(0.6*7.798/47.97/X))/(1-X)^2/ln(0.4*7.798/4.074/(1-X))=1
    (X^2*ln(0.8*11.48/47.97/X))/(1-X)^2/ln(0.2*11.48/4.074/(1-X))=1
    (X^2*ln(0.2*31.48/4.074/X))/(1-X)^2/ln(0.8*31.48/47.97/(1-X))=1
    a^5+a^4+a^3+a^2+a+1=0
    (10+x)(600-10x)=10000
    20x^2-91x-45=0
    sin2x-2x=-3. 768
    100(1+x)(1+x)=144
    (5+x)(200-10x)=1500
    10(1+x)(1+x)=12.1
    (44-x)(20+5x)=1600
    100(1+x)(1+x)=121
    Y=100+0.9*(Y-0.2*Y)+300+300
    t(6-t)=8
    A*A+A=600

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