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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    0.557=(0.098-6.74)/(1+(X/2110)^0.915)+6.74
    0.351=(0.098-6.74)/(1+(X/2110)^0.915)+6.74
    125=(0.098-6.74)/(1+(X/2110)^0.915)+6.74
    0.351=(0.098-6.74)/(1+(X/2110)^0.915)+6.74
    0.247=(0.098-6.74)/(1+(X/2110)^0.915)+6.74
    0.178=(0.098-6.74)/(1+(X/2110)^0.915)+6.74
    0.178=(0.098-6.74)/(1+(X/2.11E+03)^0.915)+6.74
    0.178=(0.098-6.74)/(1+(X/2.11E+03)^0.915)+6.74
    0.178=(0.098-6.74)/(1+(X/2.11E+03)^0.915)+6.74
    3x+40=84
    (-1)^x
    0.0265=x/(200+x)
    (8973+51.44+X)*3.1%=4X
    (8973+48.44+X)*3.1%=4X
    (8973+48.44+X)*3.5%=4X
    100/((1+x%)^5)=0
    100/(1+x%)^5=0
    500/(1+x%)=0
    2.7*X^0.89=335.65
    x-(x/1.05*0.05+x/1.05*0.05*0.12)=300000

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