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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    8581+80+259.83+0.01V+380.59+0.0002V+558.09+0.0006V+0.0538V=V
    8581+80+259.83+0.01V+380.59+0.0002V+558.09+0.0006V+0.0538V=V
    8581+80+259.83+0.01V+380.59+0.0002V+558.09+0.0006V+0.0538V=V
    8581+80+259.83+0.01V+380.59+0.0002V+558.09+0.0006V+0.0538V=V
    [200+20*(60-x)]*(x-40)=0
    [200+20*(60-x)]*(x-40)
    8581×[(1+0.0435)-1]+(80+259.83+0.01V)×[(1+0.0435)^0.5-1]
    a*a+a=240
    [200+20(60-x)]*(x-40)
    x^2-10x-200
    V=8615+80+260.85+0.01V+382.09+0.0002V+560.28+0.0006V+0.0538V
    8615×[(1+0.0435)^1-1]+(80+260.85+0.01V)×[(1+0.0435)^0.5-1]
    V=8147+80+246.81+0.01V+361.43+0.0002V+530.11+0.0006V+0.0538V
    V=9795+80+296.25+0.01V+434.18+0.0002V+636.33+0.0006V+0.0538V
    x=0.1228(168-x)
    sinx-e^x+3=0
    K=3936.5+78.73+0.01K+90.25+0.0002K+205.27+0.0005K+0.0538K
    V=9795+80+296.25+0.01V+434.18+0.0002V+636.33+0.0006V+0.0538V
    K=1574+31.48+0.01K+35.92+0.0002K+82.07+0.0005K+0.0538K
    35+16l-3l²=0

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