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〖1/1算式〗
    作业：求算式 14.3*502.4*2/3*((sin0.164*π)^3)/π+360*3.801*0.35*(sin0.16*π+sin0.922*π)/π 的值.
    题型：数学计算
    解:
          14.3*502.4*2/3*((sin0.164*π)^3)/π+360*3.801*0.35*(sin0.16*π+sin0.922*π)/π
        =14.3*502.4*2/3*(0.512915^3)/π+360*3.801*0.35*(sin0.16*π+sin0.922*π)/π
        =14.3*502.4*2/3*0.134938600023661/π+360*3.801*0.35*(sin0.16*π+sin0.922*π)/π
        =14.3*502.4*2/3*0.134938600023661/π+360*3.801*0.35*3.003771/π
        =7184.32*2/3*0.134938600023661/π+360*3.801*0.35*3.003771/π
        =14368.64/3*0.134938600023661/π+360*3.801*0.35*3.003771/π
        =4789.546667*0.134938600023661/π+360*3.801*0.35*3.003771/π
        =646.294722/π+360*3.801*0.35*3.003771/π
        =205.721999+360*3.801*0.35*3.003771/π
        =205.721999+1368.36*0.35*3.003771/π
        =205.721999+478.926*3.003771/π
        =205.721999+1438.58403/π
        =205.721999+457.915519
        =663.637518
    答案:14.3*502.4*2/3*((sin0.164*π)^3)/π+360*3.801*0.35*(sin0.16*π+sin0.922*π)/π=663.637518
    注：弧度制

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