题目内容

1.25×98+12
1
2
×
1
10
+1
1
4
=
125
125
分析:1.25×98+12
1
2
×
1
10
+1
1
4
,首先把分数化成小数,1.25×98+12.5×0.1+1.25,再根据积的变化规律,转化为:1.25×98+1.25×1+1.25,然后运用乘法分配律进行简算.
解答:解:1.25×98+12
1
2
×
1
10
+1
1
4

=1.25×98+12.5×0.1+1.25,
=1.25×98+1.25×1+1.25,
=1.25×(98+1+1),
=1.25×100,
=125;
故答案为:125.
点评:解答此题首先把分数化成小数,再根据积的变化规律将原式转化为:1.25×98+1.25×1+1.25,然后运用乘法分配律进行简算.
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