题目内容

2
5
-
2
5
×
3
4
÷
5
2
2-
5
9
-
4
15
÷
3
5
6
7
÷(
4
9
+
2
3
×
5
6
14
15
÷[(
4
5
+
2
3
)×
10
11
]
5
6
+
4
5
)×30             
2
5
×
5
9
+
2
5
÷
9
4
分析:(1)先算乘除,再算减法;
(2)先算除法,然后运用减法的性质简算;
(3)先算括号内的乘法,再算括号内的加法,最后算括号外的除法;
(4)先算小括号内的,再算中括号内的,最后算括号外的;
(5)运用乘法分配律简算;
(6)把除法改为乘法,运用乘法分配律简算.
解答:解:(1)
2
5
-
2
5
×
3
4
÷
5
2

=
2
5
-
2
5
×
3
4
×
2
5

=
2
5
-
3
25

=
7
25


(2)2-
5
9
-
4
15
÷
3
5

=2-
5
9
-
4
15
×
5
3

=2-
5
9
-
4
9

=2-(
5
9
+
4
9
),
=2-1,
=1;

(3)
6
7
÷(
4
9
+
2
3
×
5
6
),
=
6
7
÷(
4
9
+
5
9
),
=
6
7
÷1,
=
6
7


(4)
14
15
÷[(
4
5
+
2
3
)×
10
11
],
=
14
15
÷[
22
15
×
10
11
],
=
14
15
÷
8
3

=
14
15
×
3
8

=
7
20


(5)(
5
6
+
4
5
)×30,
=
5
6
×30+
4
5
×30,
=25+24,
=49;

(6)
2
5
×
5
9
+
2
5
÷
9
4

=
2
5
×
5
9
+
2
5
×
4
9

=
2
5
×(
5
9
+
4
9
),
=
2
5
×1,
=
2
5
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律简便计算.
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