题目内容

计算下面各题.(能简算的要简算)
1
3
×5×
2
5
÷
1
3

1
3
×
1
15
+
1
3
×
1
5

3
4
-
5
8
×
3
4

4
5
-
2
3
)×
15
8

14
25
÷(
1
5
+
1
2
)  
3
4
-(
7
16
-0.25)×
17
9
分析:(1)把除法改为乘法,约分计算;
(2)(3)运用乘法分配律简算;
(4)(5)先算括号内的,再算括号外的;
(6)先算括号内的,再算括号外的乘法,最后算减法.
解答:解:(1)
1
3
×5×
2
5
÷
1
3

=
1
3
×5×
2
5
×3,
=(
1
3
×3)×(5×
2
5
),
=1×2,
=2;

(2)
1
3
×
1
15
+
1
3
×
1
5

=
1
3
×(
1
15
+
1
5
),
=
1
3
×
4
15

=
4
45


(3)
3
4
-
5
8
×
3
4

=(1-
5
8
)×
3
4

=
3
8
×
3
4

=
9
32


(4)(
4
5
-
2
3
)×
15
8

=
2
15
×
15
8

=
1
4


(5)
14
25
÷(
1
5
+
1
2
),
=
14
25
÷
7
10

=
14
25
×
10
7

=
4
5


(6)
3
4
-(
7
16
-0.25)×
17
9

=
3
4
-(
7
16
-
1
4
)×
17
9

=
3
4
-
3
16
×
17
9

=
3
4
-
17
48

=
19
48
点评:考查了运算定律与简便运算,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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