题目内容

选择合理的方法计算:
7
10
×
5
16
÷
21
32
                            
 
9
17
×
1
7
+
5
17
÷7                       
3-
3
2
÷
21
10
-
2
7
36×(
1
4
+
1
6
+
1
9
)              
17
20
×101-
17
20
                        
1
5
÷[
1
13
×(
1
5
+
2
3
)]
分析:(1)把除法改为乘法,约分计算;
(2)把除法改为乘法,运用乘法分配律简算;
(3)先算除法,然后从左往右依次计算;
(4)(5)运用乘法分配律简算;
(6)先算小括号内的,再算中括号内的,最后算括号外的.
解答:解:(1)
7
10
×
5
16
÷
21
32
  
=
7
10
×
5
16
×
32
21

=
1
3


(2)
9
17
×
1
7
+
5
17
÷7
=
9
17
×
1
7
+
5
17
×
1
7

=(
9
17
+
5
17
)×
1
7

=
14
17
×
1
7

=
2
17


(3)3-
3
2
÷
21
10
-
2
7

=3-
3
2
×
10
21
-
2
7

=3-
5
7
-
2
7

=3-(
5
7
+
2
7

=3-1
=2;

(4)36×(
1
4
+
1
6
+
1
9
)  
=36×
1
4
+36×
1
6
+36×
1
9

=9+6+4
=19;

(5)
17
20
×101-
17
20
 
=
17
20
×(101-1)
=
17
20
×100
=85;

(6)
1
5
÷[
1
13
×(
1
5
+
2
3
)]
=
1
5
÷[
1
13
×
13
15
]
=
1
5
÷
1
15

=
1
5
×15
=3.
点评:此题考查了分数的四则混合运算,注意运算顺序和运算法则,灵活运用所学的运算定律简便计算.
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