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On line Solution of Monovariate Equation
> The history of univariate equation calculation
2500*((1+12%)^n-1÷12%*(1+12%)^n=15000
8083*0.5*(0.65+(-411+6056-x)/7050)=x
sin(x)=(2*sin70sin80+sin80)/(2*sin70)
6290.3×π×0.0046×(50-x)=82.1×0.32738×(x-38)
x+(x*0.2)+(x*0.2)=1058
6290.3×π×0.0046×(50-x)=117.3×0.32738×(x-38)
6290.3×π×0.0046×(50-x)=82.1×0.32738×(x-38)
2041 = 220963.080*x^-3.241
3468 = 220963.080*x^-3.241
8800 = 220963.080*x^-3.241
17171= 220963.080*x^-3.241
8083*0.5*(0.65+(6062-x-411)/7050)=x
43518=220963.080*x^-3.241
sin(x)=(2*sin(70)*sin(80)+sin(80))/(2*sin(70))
sin(x)=(2*sin(70)*sin(80)+sin(80))/(2*sin(70))
1+((1-(x-411)/5287.5)*0.5-0.061)=(6062.25-x)/6062.25
1+((1-(x-411)/5287.5)*0.5-0.061)=x/6062.25
6062.25*((x-411)/5287.5-0.061)=x
6062.25*((x-411)/5287.5-0.061)=x
4.0547=(25.53*0.591*(x+0.1))/(1+0.591(x+0.1))*(100-0.96-19.9)/100*1/(1+0.31*0.96)+(3.47(x+0.1))/(1.39*0.101325)
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