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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    -1.082150938891428=(1/x)*ln(1-x)
    x-sinx
    1-cosx
    3x^3 + 14x^2 + 26x + 16 = 0
    50000*((1+x)^8+(1+x)^7+(1+x)^6+(1+x)^5+(1+x)^4)=50000*5+10200*5
    (43852+x)×0.2÷1.05×5%=x
    -1/x^2-ln(0.9)*(0.9)^x=0
    0.9^x=1/x
    x²+2.4x-5.76=0
    x²-2.4x-5.76=0
    3s^2+6s+2=0
    (3958.49+2456.02)*5.46%*a/360+(3958.49+2456.02)*(3.85%*1.3)*(62-a)/360=59.47
    (3958.49+2456.02)*5.46%*a/360+(3958.49+2456.02)*(3.85*1.3)*(62-a)/360=59.47
    6600*5.46%*a/360+6600*(3.85*1.3)*(62-a)/360=59.47
    1500+3000+150+2%v+360+(501+0.002v)+6%v=
    1500+3000+150+360+2%v+(501+0.002v)+6%v=
    1500+3000+150+360+2%v+(501+0.02v)+0.6%v=
    ln(P/(1-P))=5.066174521
    (30800-120x^2)×(40800-120x^2)×(20400-120x^2)-(20400-120x^2)×2.04×2.04×100000000-(30800-120x^2)×20400×20400
    (30800-120x^2)×(40800-120x2)×(20400-120x^2)-(20400-120x^2)×2.04×2.04×100000000-(30800-120x^2)×20400×20400

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