问题 解答题
选择合适的方法计算.
333×666+999×778
1
4
×7
3
7
+0.25×5
5
7
÷
1
4
8.69-1
3
5
÷(0.375×
4
5
+
1
8
×0.8)
538×
9
25
×3
3
4
-2
4
5
×0.538×125.
答案

(1)333×666+999×778,

=333×(3×222)+999×778,

=999×222+999×778,

=999×(222+778),

=999×1000,

=999000;

(2)

1
4
×7
3
7
+0.25×5
5
7
÷
1
4

=

1
4
×7
3
7
+
1
4
×5
5
7
×4,

=

1
4
×(7
3
7
+
40
7
×4),

=

1
4
×(7
3
7
+22
6
7
),

=

1
4
×
212
7

=

53
7

(3)8.69-1

3
5
÷(0.375×
4
5
+
1
8
×0.8),

=8.69-1

3
5
÷(
3
8
×
4
5
+0.1),

=8.69-1

3
5
÷(
3
8
×
4
5
+
1
10
),

=8.69-1

3
5
÷(
3
10
+
1
10
),

=8.69-

8
5
÷
2
5

=8.69-

8
5
×
5
2

=8.69-4,

=4.69;

(4)538×

9
25
×3
3
4
-2
4
5
×0.538×125,

=538×

9
25
×
15
4
-2
4
5
×538×0.125,

=538×(

27
20
-
14
5
×0.125),

=538×(1.35-0.35),

=538×1,

=538.

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