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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    1.56=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
    1.56=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
    1/(1+X)
    0.292=(50.24-156.19+x+((50.24-156.19+x)/(14+134))*(-254)+25.77)/(14+134-254+74)
    1.56=(50.24+(-156.19)+X+((50.24+(-156.19)+X)/(14+134)*(-254))+25.77)/(14+134+(-254)+74)
    1.122∧x=0.25
    1.122∧x=0.25
    56*x∧2+6x=5
    [(40982.02+a+843+8000)-30000-5058]*3% =353.01+a
    [(50773.19+a+10000)-30000]*3% =773.19+a
    (P-700)*20000-3400000 = 400000-P*20000
    (P-700)*20000-400000 = 400000-P*20000
    (P-700)*20000-400000 = 400000-P*20000
    (P-700)*20000=400000-P*20000
    x∧2+1.95x=0.259375
    [(40982.02+a+843+8000)-30000-4215]*3% =353.01+a
    P*20000-400000=(P-700)*20000
    P*20000-400000=(P-700)*20000-3000000
    (x+1)*(14-2x)=25
    (x+1)*(14-2x)=25

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