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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    0.493÷(50/Q+6.8)=0.507÷(40/Q+8.5)
    5213.15+(X-11368.93)75%=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    [5213.15+(X-11368.93)x75%]=5634.18
    5213.15+(X-11368.93)x75%=5634.18
    1/√x=1.74-2*lg(0.01+18.7/(27371.09*√x))
    1/√x=1.74-2×㏑(0.01+18.7/(27371.09*√x))
    1/√x=1.74-2×㏑(0.01+18.7/(27371.09*√x))
    5∧x=25
    273.15×(0.01)^(2/3)=773.15×(x)^(2/3)
    x-x*0.065-(x+978620)*0.0003=978620
    2150000000=13.8×1600x(1164-x÷2)

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