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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    1.57*9*(X)+1.55*30*1600+1.55*90*1400+156*1.57*1200 = 600000
    1.57*9*(X)+1.55*30*(X-100)+1.55*90*1400+156*1.57*1200 = 600000
    1.57*9*(X)+1.55*30*(X-100)+1.55*90*1300+156*1.57*1200 = 600000
    1.57*9*(X)+1.55*30*(X-100)+1.55*90*1400+156*1.57*1300 = 600000
    1.57*9*(X)+1.55*30*(X-100)+1.55*90*(X-200)+156*1.57*1300 = 600000
    1.57*9*(X)+1.55*30*(X-100)+1.55*90*(X-200)+156*1.57*1400 = 600000
    1.57*9*(X)+1.55*30*(X-100)+1.55*90*(X-200)+156*1.57*1200 = 600000
    1.57*9*(X+300)+1.55*30*(X+200)+1.55*90*(X+100)+156*1.57*1300 = 600000
    1.57*9*(X)+1.55*30*(X-100)+1.55*90*(X-200)+156*1.57*1300 = 600000
    (40/X+8.5)/(50/X+6.8)=1.063/0.943
    3q²-8q+100=135
    1.57*9*(X+300)+1.55*30*(X+200)+1.55*90*(X+100)+156*1.57*X=600000
    (1+0.0752)(1+r)=(1+0.111)^2
    2y=45-5
    x^3-6= 0
    23+6y=41
    23+6y=23
    6.37*x/(x-6.37)=7.97
    (95-X)/133.5-X/500=0.428
    (100-X)/133.5-X/500=0.428

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