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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    X∧2-1.826X+(1.413)∧2=0
    (1.413-2000x)∧2=2000x
    500000=157728/(1+x)+157728/(1+x)^2+157728/(1+x)^3+157728/(1+x)^4
    x^7+x^6-23x^5-31x^4+73x^3+69x^2-8x-9=0
    x^7-x^6-55x^5+110x^4+428x^3-491x^2-441x+44=0
    x^7-2x^6-7x^5+10x^4+3x^3-10x^2-x+1=0
    x^7-2x^6-7x^5+10x^4+3x^3-10x^2-1x+1 = 0
    3*x^x-4*x=12
    x^5-15x^4+85x^3-225x^2+274x-120=0
    (x^2×1.2+10)×(x^2×2600+2)=240
    84.3 = 34.765ln(x) - 5.4445
    50 = 34.765ln(x) - 5.4445
    84.1 = 34.665ln(x) - 6.077
    50 = 34.665ln(x) - 6.077
    84.1 = 34.521ln(x) - 3.4132
    50 = 34.521ln(x) - 3.4132
    84.1 = 33.96ln(x) - 7.0756
    50 = 33.96ln(x) - 7.0756
    (440*34-x)*0.9+8*34=11428.08
    x+√(x+0.7)-√0.7=1.5

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