问题 解答题
用合理的方法计算:
(1)
2
3
+
1
3
×
3
4

(2)
2005
2006
×2007

(3)(
5
8
+
1
27
)×8+
19
27

(4)
3
5
×
1
7
+
8
21
÷
2
3

(5)
1
6
÷
[1÷(
3
5
-
3
10
)].
答案

(1)

2
3
+
1
3
×
3
4

=

2
3
+
1
4

=

8
12
+
3
12

=

11
12

(2)

2005
2006
×2007,

=

2005
2006
×(2006+1),

=

2005
2006
×2006+
2005
2006

=2005+

2005
2006

=2005

2005
2006

(3)(

5
8
+
1
27
)×8+
19
27

=

5
8
×8+
1
27
×
8+
19
27

=5+(

8
27
+
19
27
),

=5+1,

=6;

(4)

3
5
×(
1
7
+
8
21
÷
2
3
),

=

3
5
×(
1
7
+
8
21
×
3
2
),

=

3
5
×(
1
7
+
4
7
),

=

3
5
×
5
7

=

3
7

(5)

1
6
÷[1÷(
3
5
-
3
10
)],

=

1
6
÷[1÷(
6
10
-
3
10
)],

=

1
6
÷[1÷
3
10
],

=

1
6
÷
10
3

=

1
6
×
3
10

=

1
20

单项选择题 B型题
选择题