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〖1/1算式〗
    作业：求算式 3.14×0.82×((16.9-0.5)-6.9)/ln(1+2.3/35.7)+(11.65-1.5)/(1.5*ln(1+0.211|65/35.7)) 的值.
    题型：数学计算
    解:
          3.14×0.82×((16.9-0.5)-6.9)/ln(1+2.3/35.7)+(11.65-1.5)/(1.5*ln(1+0.211|65/35.7))
        =3.14×0.82×(16.4-6.9)/ln(1+2.3/35.7)+(11.65-1.5)/(1.5*ln(1+0.21165/35.7))
        =3.14×0.82×9.5/ln(1+2.3/35.7)+(11.65-1.5)/(1.5*ln(1+0.21165/35.7))
        =3.14×0.82×9.5/ln1.064426+(11.65-1.5)/(1.5*ln(1+0.21165/35.7))
        =3.14×0.82×9.5/ln1.064426+10.15/(1.5*ln(1+0.21165/35.7))
        =3.14×0.82×9.5/ln1.064426+10.15/(1.5*ln1.005929)
        =3.14×0.82×9.5/ln1.064426+10.15/0.008866
        =3.14×0.82×9.5/0.062436+10.15/0.008866
        =2.5748×9.5/0.062436+10.15/0.008866
        =24.4606/0.062436+10.15/0.008866
        =391.770773+10.15/0.008866
        =391.770773+1144.822919
        =1536.593692
    答案:3.14×0.82×((16.9-0.5)-6.9)/ln(1+2.3/35.7)+(11.65-1.5)/(1.5*ln(1+0.211|65/35.7))=1536.593692

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