题目内容

计算:(78.6-0.786×25+75%×2.4)÷15×20.2=
 
分析:根据数字特点,把原式变为(78.6-78.6×0.25+0.75×2.4)÷15×20.2,括号内先后两次运用乘法分配律简算,原式变为81×0.75÷15×20.2,再运用乘法结合律写成81×(0.75÷15×20.2),得81×1.01;把1.01看作1+0.01,再次运用乘法分配律简算.
解答:解:(78.6-0.786×25+75%×2.4)÷15×20.2,
=(78.6-78.6×0.25+0.75×2.4)÷15×20.2,
=[78.6×(1-0.25)+0.75×2.4)]÷15×20.2,
=[78.6×0.75+0.75×2.4]÷15×20.2,
=[(78.6+2.4)×0.75]÷15×20.2,
=81×0.75÷15×20.2,
=81×(0.75÷15×20.2),
=81×1.01,
=81×(1+0.01),
=81+0.81,
=81.81.
点评:完成此题,注意分析式中数据,灵活运用运算定律进行简便计算.
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