1.093442=(0.0101x^2+0.0017639x-0.0040837)*(ln(546.139732/96885.40651))^3+(0.14386x^2+0.018153x-0.088198)*(ln(546.139732/96885.40651))^2+(0.59505x^2+0.03407x-0.65417)*(ln(546.139732/96885.40651))+(0.5818x^2-0.08846x-0.6729)
    2058.797/2327.66=1.61217（1.13111-1.74756^（-1.49291*（1/x）^2.535334)-0.075187*(1/x)^1.135826)
    x/√x^2-1
    0.097376=(0.0101x^2+0.0017639x-0.0040837)*(ln(546.139732/96885.40651))^3+(0.14386x^2+0.018153x-0.088198)*(ln(546.139732/96885.40651))^2+(0.59505x^2+0.03407x-0.65417)*(ln(546.139732/96885.40651))+(0.5818x^2-0.08846x-0.6729)
    268.863/2327.66=1.61217（1.13111-1.74756^（-1.49291*（1/x）^2.535334)-0.075187*(1/x)^1.135826)
    x∧3-9x+2=0
    -5.97363621x^3+6.520780498x^2-4.74370079x+0.40884426=0
    168=4（x+4+x+2+x）
    ln(x+1)+x-1=0
     1.26*10^21*(0.2-2*x)*(0.2-2*x)*(0.025-x)=x
    lnx=1
    X+（X×0.06)=608.58
    -5.97363621x^3+6.520780498x^2-4.74370079x-0.40884426=0
    -9.91809311x^3+10.24327109*x^2-5.9422746*x+0.828528715=0
    -10.6433235x^3+10.88692471*x^2-6.10883614*x+0.275629306=0
    -12.3037799x^3+12.32746544*x^2-6.44856658*x+1.03902886=0
    x^3＋12x^2＋1
    6.09531446=(-1.40557*x^3+0.77526*x^2+0.1583*x-0.06831)*(ln(85855.47094/261.820535))^3+(17.93006*x^3-9.22091*x^2-2.37733*x+0.86295)*(ln(85855.47094/261.820535))^2+(122.656069*x^3-63.88418*x^2-9.58936*x+6.20045)
    2/1x=4/3
    x^4+5*x^3+10*x^2+10*x+5

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