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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    (15.72*23.58+20.58*18.72+14.6*18.54+16.48*17.77+19.92*17.56+10*16.87)/100=18.79
    (15.72*23.58+20.58*18.72+14.6*18.54+16.48*17.77+19.92*17.56+10*x)/97.3=18.89
    (15.72*23.58+20.58*18.72+14.6*18.54+16.48*17.77+19.92*x)/87.3=19.12
    5x+10=35
    m^(2)+m=1
    1500x+1200×(8x+240)/x=150000
    10t*t-368t+952
    -815000+600000÷(1+x)+265000÷(1+x)^(2)+185000÷(1+x)^(3)=0
    1/(d+3)=1/d+1/(d+5)+1/(d+6)+(2*d+2)/((d+1)^2+1)
    38.3=6.1*2.71828^(17.269*x/(237.3+x))
    36.2=6.1*2.71828^(17.269*x/(237.3+x))
    36.2=6.1*2.71828^((17.269*x/237.3)+x)
    36.2=6.1*2.71828^(17.269*x/237.3+x)
    10-4(x-3)≤2(x-2)
    -x^(2)+6x-8≥0
    -1650000+1050000÷(1+x)+675000÷(1+x)^(2)+520000÷(1+x)^(3)=0
    36.2=6.1*e^(17.269*x/237.3+x)
    3x-2(9-x)>3(7+2x)-(11-6x)
    x^2+294786.34-4212x=0
    x^2+294786.34-4216x=0

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