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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (2.78x)/(1400+x)=1.667
    x+1/x-1
    9/411+1/30+42/1177=11457/x
    9/411+1/30+92/2354=11457/x
    1015.91=X+X*5/10000*18
    x*x-x-2070
    19817062.98-(70211.85-(X-19565956.46)/1.03*0.03-42803.09)*1.12-510.21=X
     (14)(x+800)+(14)(x+500)+2*9x/12+7x/12+9x/12+11x*26/12+81x =742772.33-24100
    19857062.98-(70211.85-(X-19565956.46)/1.03*0.03-42803.09)*1.12-510.21=X
    19841811.95-(70211.85-(X-19565956.46)/1.03*0.03-42803.09)*1.12-510.21=X
    20070365.08-(70211.85-(X-19565956.46)/1.03*0.03-42803.09)*1.12-510.21=X
    20070365.08-(850343.48-X/1.03*0.03-42803.09)*1.12-510.21=X+19565956.46
    20070365.08-(850343.48-(X-19565956.46)/1.03*0.03-42803.09)*1.12-510.21=X
    3/2x=0.2x²+5
    (x-180)/2400=(x-450)/2000
    (x-180)*(1-25%)/2400=(x-450)(1-25%)/2000
    3997116=X-X*12%/1.05*0.05
     (14)(x+800)+(14)(x+500)+2*9x/12+7x/12+9x/12+11x*26/12+81x =743162.33-24100
    x²+(x-2)²=(x+2)²
    xx+(x-2)x=x(x+2)

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