题目内容
①1÷2.5+2.5×0.4+1
②
×[
-(
-0.125)]
③(
×3.625+4.375×0.6)×1.25
④1999÷(1999+
)+
.
解:①1÷2.5+2.5×0.4+1
=0.4+1+1,
=2.4;
②
×[
-(
-0.125)]
=
×[
-(
-
)],
=
×[
-(
-
)],
=
×[
-
],
=
×
,
=
;
③(
×3.625+4.375×0.6)×1.25
=(0.6×3.625+4.375×0.6)×1.25
=(3.625+4.375)×0.6×1.25,
=8×1.25×0.6,
=10×0.6,
=6;
④1999÷(1999+
)+
=1999÷1999
+
,
=1999÷
+
,
=1999×
+
,
=
+
,
=
.
分析:算式①②根据四则混合运算的运算顺序计算即可:先算乘除,再算加减,有括号的要先算括号里面的;
算式③可根据乘法分配律及乘法交换律时行计算;
算式④可根据乘法分配律及约分进行简算.
点评:完成算式④时要细心分析式中数据,注意通分约分.
=0.4+1+1,
=2.4;
②
=
=
=
=
=
③(
=(0.6×3.625+4.375×0.6)×1.25
=(3.625+4.375)×0.6×1.25,
=8×1.25×0.6,
=10×0.6,
=6;
④1999÷(1999+
=1999÷1999
=1999÷
=1999×
=
=
分析:算式①②根据四则混合运算的运算顺序计算即可:先算乘除,再算加减,有括号的要先算括号里面的;
算式③可根据乘法分配律及乘法交换律时行计算;
算式④可根据乘法分配律及约分进行简算.
点评:完成算式④时要细心分析式中数据,注意通分约分.
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