题目内容

练习:
7
2
×
5
8
-
3
2
÷
8
5
1-
5
8
÷
25
28
-
3
10
4
5
÷[(
3
5
+
1
2
)×2]
4
9
÷
3
5
+
4
9
÷
3
4
9
10
÷
3
7
+
1
10
÷
3
7
13
14
÷
2
7
+
5
7
÷
14
13
7
8
÷
4
11
+
11
4
÷
8
9
1999×
1997
1998
2007×
2005
2006
(1+
1
2
)×(1-
1
2
)×(1+
1
3
)×(1-
1
3
)×…×(1+
1
9
)×(1-
1
9
考点:整数、分数、小数、百分数四则混合运算,运算定律与简便运算
专题:运算顺序及法则,运算定律及简算
分析:(1)(4)(5)(7)(8)(9)运用乘法分配律解答,
(2)运用减法性质解答,
(3)按照先算小括号里面的,再算中括号里面的,最后算括号外面的顺序计算解答,
(6)按照先同时算除法,再算加法顺序计算解答,
(10)先求出括号里面算式的值,再运用乘法交换律和结合律即可解答.
解答: 解:(1)
7
2
×
5
8
-
3
2
÷
8
5

=(
7
2
-
3
2
)×
5
8

=2×
5
8

=1
1
4


(2)1-
5
8
÷
25
28
-
3
10

=1-(
7
10
+
3
10

=1-1
=0;

(3)
4
5
÷[(
3
5
+
1
2
)×2]
=
4
5
÷[
11
10
×2]
=
4
5
÷
11
5

=
4
11


(4)
4
9
÷
3
5
+
4
9
÷
3
4

=
4
9
×(
5
3
+
4
3

=
4
9
×
9
3

=1
1
3


(5)
9
10
÷
3
7
+
1
10
÷
3
7

=(
9
10
+
1
10
)×
7
3

=1×
7
3

=2
1
3


(6)
13
14
÷
2
7
+
5
7
÷
14
13

=
13
4
+
65
98

=3
179
196


(7)
7
8
÷
4
11
+
11
4
÷
8
9

=(
7
8
+
9
8
)×
11
4

=2×
11
4

=5
1
2


(8)1999×
1997
1998

=1998×
1997
1998
+1×
1997
1998

=1997+
1997
1998

=1997
1997
1998


(9)2007×
2005
2006

=2006×
2005
2006
+1×
2005
2006

=2005
2005
2006


(10)(1+
1
2
)×(1-
1
2
)×(1+
1
3
)×(1-
1
3
)×…×(1+
1
9
)×(1-
1
9

=
3
2
×
1
2
×
4
3
×
2
3
×
5
4
×
3
4
×…×
10
9
×
8
9

=
1
2
×(
3
2
×
2
3
)×(
4
3
×
3
4
)×(
5
4
×
4
5
)×…×(
9
8
×
8
9
)×
10
9

=
1
2
×
10
9

=
5
9
点评:(1)依据四则运算计算方法正确进行计算,(2)正确运用简便方法解决问题,是本题考查知识点.
练习册系列答案
相关题目

违法和不良信息举报电话:027-86699610 举报邮箱:58377363@163.com

精英家教网