Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    1/x+1/(x+2)+1/(x+3)=1/(x+5)
    x=150-(2491.27-2.30285*x)*((0.622*(2*e^(18.5916-3991.11/(x+233.84))/15)/(100-(2*e^(18.5916-3991.11/(x+233.84))/15)))-0.0089)/1.029
    a=150-(2491.27-2.30285*a)*((0.622*(2*e^(18.5916-3991.11/(a+233.84))/15)/(100-(2*e^(18.5916-3991.11/(a+233.84))/15)))-0.0089)/1.029
    1481544*a^3-2370470400*a^2+1125973440000*a-142228224000000=0
    30+x^2=20x
    7.3y-2.6y
    1.79305=((0.021*x^1.85+159)^0.5)*x^0.84
    m²-5m+3=0
    m²-3m-3=0
    [(1+2m)/m]²+(1-3m)/(2m)=5/2
    [(1+2m)/m]²+(1-3m)/2m=5/2
    1-1/x
    (1.7*10^7)*(1-2x)^2=x/(0.02-x)
    1.7*10^7=x/[(1-2x)^2(0.02-x)]
    (x-2)×(x-2)-4×4×(x-5)=0
    4x(2-1)=3(2x-1)
    x^(x+1)=16
    x*99.975%-119.598*100.025%=0.5/10
    x*99.975%-119.598*100.025%=1/10
    x*99.975%-119.708*100.025%=0.5/10

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