题目内容

根据乘法的运算定律填空.
(1)
9
7
×40×
7
9
=
9
7
×
7
9
7
9
×
40
40
=
40
40

(1)
4
5
×
7
10
+
4
5
×
3
10
=
4
5
4
5
×(
7
10
7
10
+
3
10
3
10
)=
4
5
4
5

(3)(
4
5
+
1
4
)
×20=
4
5
4
5
×
20
20
+
1
4
1
4
×
20
20
=
16
16
+
5
5
=
21
21

(4)
7
10
×15
-
7
10
×5
=(
7
10
7
10
×(
15
15
5
5
)=
7
7
分析:(1)根据乘法交换律进行计算;
(2)根据乘法分配律进行计算;
(3)根据乘法分配律进行计算;
(4)根据乘法分配律进行计算.
解答:解:
(1)
9
7
×40×
7
9

=
9
7
×
7
9
×40,
=40;

(2)
4
5
×
7
10
+
4
5
×
3
10

=
4
5
×(
7
10
+
3
10
),
=
4
5


(3)(
4
5
+
1
4
)
×20,
=
4
5
×20+
1
4
×20,
=16+5,
=21;

(4)
7
10
×15
-
7
10
×5

=
7
10
×(15-5),
=
7
10
×10,
=7.
点评:完成本题要注意分析式中数据,运用合适的运算定律进行计算.
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