题目内容
先找规律,再填一填.
(1)110+120+130+140+150=
(2)220+230+240+250=
(3)343+345+347+349+351=
(4)115+120+125+130+135+140+145=
(1)110+120+130+140+150=
130
130
×5
5
(2)220+230+240+250=
470
470
×2
2
(3)343+345+347+349+351=
347
347
×5
5
(4)115+120+125+130+135+140+145=
130
130
×7
7
.分析:根据乘法的意义进行解答.根据观察知可把几个相差相同的数,改写成几个相同的加数相加的形式,再进行解答.
解答:解:(1)110+120+130+140+150,
=110+120+130+(130+10)+(130+20),
=(110+20)+(120+10)+130+130+130,
=130×5;
(2)220+230+240+250,
=(220+250)+(230+240),
=470+470,
=470×2,
(3)343+345+347+349+351,
=343+345+347+(347+2)+(347+4),
=(343+4)+(345+2)+347+347+347,
=347×5,
(4)115+120+125+130+135+140+145,
=115+120+125+130+(130+5)+(130+10)+(130+15),
=(115+15)+(120+10)+(125+15)+130+130+130,
=130×7.
故答案为:130,5,470,2,347,5,130,7.
=110+120+130+(130+10)+(130+20),
=(110+20)+(120+10)+130+130+130,
=130×5;
(2)220+230+240+250,
=(220+250)+(230+240),
=470+470,
=470×2,
(3)343+345+347+349+351,
=343+345+347+(347+2)+(347+4),
=(343+4)+(345+2)+347+347+347,
=347×5,
(4)115+120+125+130+135+140+145,
=115+120+125+130+(130+5)+(130+10)+(130+15),
=(115+15)+(120+10)+(125+15)+130+130+130,
=130×7.
故答案为:130,5,470,2,347,5,130,7.
点评:本题主要考查了学生根据题目特点进行转化,再根据乘法的意义列式.
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