x/5+5 = x
    1.0179x-0.1117584sin(2πx)-0.131625=0.2122(sin(πx))^3+0.0409sin(πx)+0.0409sin(1.25π-2πx)
    x/5+5 = x
    x/7+5=x
    0.54x-0.0859sin（πx）+0.243x-0.10125 = 0.2122(sin（πx）^3)+0.0409sin（πx）+0.0409sin（π（1.25-2x））
    0.291*{（x-sin（2πx）/2π）+（3x-1.25）*0.165}＝2/3*{（sin(πx）)^3/π}+0.65*516/600*{sin(πx)+sin(1.25π-2πx）}/π
    0.35*{（x-sin（2πx）/2π）+（3x-1.25）*0.13}＝2/3*{（sin(πx）)^3/π}+0.13*564/650*{sin(πx)+sin(1.25π-2πx）}/π
    0.2442*{（x-sin（2πx）/2π）+（3x-1.25）*0.15}＝2/3*{（sin(πx）)^3/π}+0.15*498/550*{sin(πx)+sin(1.25π-2πx）}/π
    ln（x+1）/sinx
    0.253*{（x-sin（2πx）/2π）+（3x-1.25）*0.15}＝2/3*{（sin(πx）)^3/π}+0.15*485/550*{sin(πx)+sin(1.25π-2πx）}/π
    0.56x-0.0891sin（πx）+0.2688x-0.112 = 0.2122(sin（πx）^3)+0.0453sin（πx）+0.0453sin（π（1.25-2x））
    0.253*{（x-sin（2πx）/2π）+（3x-1.25）*0.15}＝2/3*{（sin(πx）)^3/π}+0.15*485/550*{sin(πx)+sin(1.25π-2πx）}/π
    0.56x-0.0891sin（πx）+0.2688x-0.112 = 0.2122(sin（πx）^3)+0.0453sin（πx）+0.0453sin（π（1.25-2x））
    0.388*{（x-sin（2πx）/2π）+（3x-1.25）*0.153}＝2/3*{（sin(πx）)^3/π}+0.153*495/550*{sin(πx)+sin(1.25π-2πx）}/π
    （3-x)(3+x)+xx=9
    X+X/1.13*0.13=85
    X+X/1.13*0.13=53
    X+X/1.13*0.13=72
    X+X/1.13*0.13=48
    X+X/1.13*0.13=46

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