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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (x*10-30)/12=29.8
    (x*10-30)/12
    100*(0.0559*exp(-(0.0559*x))-0.00616*exp(-(0.00616*x)))
    100*(0.05053*exp(-(0.05053*x))-0.00484*exp(-(0.00484*x)))
     100*(0.04878*exp(-(0.04878*x))-0.0043*exp(-(0.0043*x)))
    100*(0.05151*exp(-(0.05151*x))-0.00459*exp(-(0.00459*x)))
    xe^sinx
    1.2*1000000=8.314*408.1/(x-0.000072360)-1.5883/(x*x+2*0.000072360*x-0.000072360*0.000072
    1.2*1000000=8.314*408.1/(x-0.000072360)-1.5883/(x*x+2*0.000072360*x-0.000072360*0.000072360)
    x/cos5-6+(75^2-10^2)^0.5=x*cos5+6+(75^2-(2*x*sin5+10)^2) ^0.5+10*sin5
    x/cos5-6+(75^2-10^2)^0.5=x*cos5+6+(75^2-(2*x*sin5+10)^2) ^0.5+10*sin5
    x/cos(5)-6+(75^2-10^2)^0.5=x*cos(5)+6+(75^2-(2*x*sin(5)+10)^2)^0.5+10*sin(5)
    X/131-(100-X)/1000=0.512
    e^x√sinx
    (x-sinx)/sinx=0.2
    (1+x)^9=1.8
    39.8616 = (394.9446-x+298-304)/ln((394.9446-x)/(304-298))
    39.8616 = (394.9446+x-298-304)/ln((394.9446-x)/(304-298))
    39.8616=(394.9446-x+298-304)/ln((394.9446-x)/(304-298))
    828.771456275792*G-0.032340042785302=10

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