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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    32=4x
    -0.013=(x/(-580000)*550219+7313)/550219
    0.013=(x/(-580000)*550219+7313)/550219
    0.013=x/(-580000)*550219+7313
    0.055=(1142+x+((1142+x)/27168)*(-580000)+30448)/(27168-580000+550219)
    0.0133=(1142+x+((1142+x)/27168)*(-580000)+30448)/(27168-580000+550219)
    1.56=(1142+x+((1142+x)/27168)*(-580000)+30448)/(27168-580000+550219)
    x+0.25*x+5*(x+270)+4*0.5*(x+270)+2*(x+1350)+0.5*(x+1350)+2*(x+1890)+8*(x+2970)+2*0.5*(x+2970)+0.58*(x+2970)+0.33*(x+2970)+2*(x+4050)+0.17*(x+4050)+4*(x+4590)+0.83*(x+4590)+x+5310+x+6390=148401.55
    28x+44(0.7-x)=24.4
    28x+44(0.7-x)=21.2
    51.084*x=54.404
    9.407*x=10.961
    25950/(1+x/12*8)+25950/(1+x/12*9)+25950/(1+x/12*10)+25950/(1+x/12*11)+25950/(1+x/12*12)=50000/(1+x/12*1)
    25950/(1+x/12*8)+25950/(1+x/12*9)+25950/(1+x/12*10)+25950/(1+x/12*11)+25950/(1+x/12*12)=50000/(1+x/12*2)
    25950/(1+r)^8 + 25950/(1+r)^9 + 25950/(1+r)^10 + 25950/(1+r)^11 + 25950/(1+r)^12 = 50000
    25950/(1+x/12*8)+25950/(1+x/12*9)+25950/(1+x/12*10)+25950/(1+x/12*11)+25950/(1+x/12*12)=50000
    25950*(1+x/12*8)+25950*(1+x/12*9)+25950*(1+x/12*10)+25950*(1+x/12*11)+25950*(1+x/12*12)=50000
    0.4/100.58=x/32.7
    12=2π√((4.5*4.5+x²)/2)
    3x+6=12

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