题目内容
(1)2.7×2.75+6.3×2.75+2;
(2)1-(3-2÷1)×;
(3)999×778+333×666.
解:(1)2.7×2.75+6.3×2.75+2,
=2.7×2.75+6.3×2.75+2.75,
=(2.7+6.3+1)×2.75,
=10×2.75,
=27.5;
(2)1-(3-2÷1)×,
=1-(-÷)×,
=1-(-×)×,
=1-(-2)×,
=1-×,
=1-,
=;
(3)999×778+333×666,
=999×778+333×222×3,
=999×778+999×222,
=999×(778+222),
=999×1000,
=999000.
分析:(1)2化成2.75,再根据乘法分配律进行计算即可;
(2)把带分数化成假分数,先算小括号里的除法,再算小括号的减法,再算乘法,最后算减法;
(3)333×666=333×222×3=999×222,再根据乘法分配律进行计算即可.
点评:根据题意,选择合适的运算定律进行简算即可,要注意灵活地对数进行折分.
=2.7×2.75+6.3×2.75+2.75,
=(2.7+6.3+1)×2.75,
=10×2.75,
=27.5;
(2)1-(3-2÷1)×,
=1-(-÷)×,
=1-(-×)×,
=1-(-2)×,
=1-×,
=1-,
=;
(3)999×778+333×666,
=999×778+333×222×3,
=999×778+999×222,
=999×(778+222),
=999×1000,
=999000.
分析:(1)2化成2.75,再根据乘法分配律进行计算即可;
(2)把带分数化成假分数,先算小括号里的除法,再算小括号的减法,再算乘法,最后算减法;
(3)333×666=333×222×3=999×222,再根据乘法分配律进行计算即可.
点评:根据题意,选择合适的运算定律进行简算即可,要注意灵活地对数进行折分.
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