题目内容

(2011?慈利县)
灵活地计算下列各题.
①(
5
6
+
3
8
)×24
②0.25×1.25÷
1
32
③6.37-
4
7
+1.63-
3
7
④4.6×101.
分析:①运用乘法分配律简算;
②先把除以
1
32
,变成乘32,再把32分解乘4×8,然后运用乘法结合律简算;
③运用加法交换律与结合律简算;
④把101分解成100+1,然后用乘法分配律简算.
解答:解:①(
5
6
+
3
8
)×24,
=
5
6
×24+
3
8
×24,
=20+9,
=29;

②0.25×1.25÷
1
32

=0.25×1.25×32,
=0.25×1.25×4×8,
=(0.25×4)×(1.25×8),
=1×10,
=10;

③6.37-
4
7
+1.63-
3
7

=6.37+1.63-
4
7
-
3
7

=(6.37+1.63)-(
4
7
+
3
7
),
=8-1,
=7;

④4.6×101,
=4.6×(100+1),
=4.6×100+4.6×1,
=460+4.6,
=464.6.
点评:运算定律是常用的简便运算的方法,要熟练掌握,灵活运用.
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