用递等式计算.(可用简便算法) 57 10 × 3 10 + 3 10 × 3 10 2 3 +( 4 7 + 1 2

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  • (1)

    57

    10 ×

    3

    10 +

    3

    10 ×

    3

    10 ,

    =(

    57

    10 +

    3

    10 )×

    3

    10 ,

    =6×

    3

    10 ,

    =

    9

    5 ;

    (2)

    2

    3 +(

    4

    7 +

    1

    2 )×

    7

    25 ,

    =

    2

    3 +

    15

    14 ×

    7

    25 ,

    =

    2

    3 +

    3

    10 ,

    =

    29

    30 ;

    (3)

    8

    13 ÷7+

    1

    7 ×

    6

    13 ,

    =

    8

    13 ×

    1

    7 +

    1

    7 ×

    6

    13 ,

    =(

    8

    13 +

    6

    13 )×

    1

    7 ,

    =

    14

    13 ×

    1

    7 ,

    =

    2

    13 ;

    (4)

    8

    13 ÷7+

    1

    7 ×

    7

    13 ,

    =

    8

    13 ×

    1

    7 +

    1

    7 ×

    7

    13 ,

    =(

    8

    13 +

    7

    13 )×

    1

    7 ,

    =

    15

    13 ×

    1

    7 ,

    =

    15

    91 ;

    (5)(

    1

    12 +

    1

    2 -

    7

    12 )÷

    1

    7 ,

    =(

    7

    12 -

    7

    12 )÷

    1

    7 ,

    =0÷

    1

    7 ,

    =0;

    (6)1

    1

    5 ÷0.24-1.6×

    3

    4 ,

    =5-1.2,

    =3.8.