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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    2^(5/3)
    1975.64=14300×0.9×x×(1.165-0.5x)
    66000/(1+x)+(51800/(1+x)^2)+(39200/(1+x)^3)+(30800/(1+x)^4)=135000
    66000/(1+0.25)+(51800/(1+0.25)^2)+(39200/(1+0.25)^3)+(30800/(1+0.25)^4)-135000
    (31500/(1+x))+(38500/(1+x)^2)+(35000/(1+x)^3)+(28000/(1+x)^4) = 90000
    0.04x^4+x^2=138.4
    (31500/(1+x))+(38500/(1+x)^(2))+(35000/(1+x)^(3))+(28000/(1+x)^(4)) = 90000
    (2x+3)(x-6)=16
    (31500/(1+x))+(38500/(1+x)^(2))+(35000/(1+x)^(3))+(28000/(1+x)^(4))=90000
    -10(x-30)(x-30)+4000=3000
    -10(x-30)(x-30)+4000
    ((31500/(1+x))+(38500/(1+x)^(2))+(35000/(1+x)^(3))+(28000/(1+x)^(4)))=90000
    0.04x^6+11.24x^4+256x^2=3020.8
    2447.9=14300×0.9×x×(1.165-0.5x)
    (x-10)*(-10x+500)
    1/x=e2
    95=6/(1+x)+6/(1+x)^2+6/(1+x)^3+100/(1+x)^3
    0.4^2.5
    1954.19=14300×0.9×x×(1.165-0.5x)
    38.32*((1-1/(1+0.95%)^360)/0.95%)

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