Mathematics
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current location:Solving equations online > On line Solution of Monovariate Equation > The history of univariate equation calculation
    20000x+160000=150xx+2400x
    (x^3)/(1+1.2((0.14/x)^-2)) = (1.83)*10^-18
    (x^3)/(1+1.2((5/x)^-0.75)) = (1.83)*10^-18
     (x^3)/(1+1.2((0.14/x)^-0.75)) = (1.83)*10^-18
    (x^3)/(1+1.2((0.14/x)^-0.75))=(1.83)^-18
    x=x^3
    (20-x)(100+20x)=2280
    2500+35*1.5*X=2552.5
    x+((x-42210370.66)*0.9422+42210370.66-x)-((x-42210370.66)*0.9422+42210370.66)*0.02-((x-42210370.66)*0.9422+42210370.66)*0.003=630626366.95
    x-((x-42210370.66)*0.9422+42210370.66-x)-x*0.02-x*0.003=630626366.95
    x-((x-42210370.66)*0.9422+42210370.66-x)-x*0.02-x*0.03=630626366.95
    x/9+(1-x)/5=x/3+(1-x)/7
    (x-42210370.66)*0.9422+42210370.66-x*0.02-x*0.03=630626366.95
    8.2×(1+0.125)^X=10
    2.9/7.1×30/X=0.04
    5^2=(19/7)^2+x
    5^2-x^2=6^2-(7-x)^2
    817700=500*500+y*y
    905*905=500*500+y*y
    440*440+790*790=500*500+y*y

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