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〖1/1算式〗
    作业：求算式 6.9*10^(6)*(0.2/125+192.2*25*10^(-6)*125/137.5)^0.25*137.5^2*0.72*293/(273.15*125^5) 的值.
    题型：数学计算
    解:
          6.9*10^(6)*(0.2/125+192.2*25*10^(-6)*125/137.5)^0.25*137.5^2*0.72*293/(273.15*125^5)
        =6.9*10^6*(0.2/125+192.2*25*10^(-6)*125/137.5)^0.25*137.5^2*0.72*293/(273.15*125^5)
        =6.9*10^6*(0.2/125+192.2*25*10^(-6)*125/137.5)^0.25*137.5^2*0.72*293/(273.15*125^5)
        =6.9*10^6*0.005968^0.25*137.5^2*0.72*293/(273.15*125^5)
        =6.9*10^6*0.005968^0.25*137.5^2*0.72*293/8335876464843.749023
        =6.9*1000000*0.005968^0.25*137.5^2*0.72*293/8335876464843.749023
        =6.9*1000000*0.27794393618734*137.5^2*0.72*293/8335876464843.749023
        =6.9*1000000*0.27794393618734*18906.25*0.72*293/8335876464843.749023
        =6900000*0.27794393618734*18906.25*0.72*293/8335876464843.749023
        =1917813.159693*18906.25*0.72*293/8335876464843.749023
        =36258655050.445778*0.72*293/8335876464843.749023
        =26106231636.320961*293/8335876464843.749023
        =7649125869442.041992/8335876464843.749023
        =0.917615
    答案:6.9*10^(6)*(0.2/125+192.2*25*10^(-6)*125/137.5)^0.25*137.5^2*0.72*293/(273.15*125^5)=0.917615

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