题目内容
计算:
(1)124.24+324.24+524.24+724.24+924.24=
(2)9090909×1272726÷1010101÷141414=
(3)8.080808×125=
(4)9999.5+999.5+99.5+9.5=
(1)124.24+324.24+524.24+724.24+924.24=
(2)9090909×1272726÷1010101÷141414=
(3)8.080808×125=
(4)9999.5+999.5+99.5+9.5=
分析:(1)把124.24拆成100+24+0.24,同理把后面其它数也拆成这种形式进行就散即可;
(2)9090909拆成1010101×9,1272726拆成141414×9,然后再进行计算即可;
(3)把8.080808拆成8+0.08+0.0008+0.000008,再根据乘法分配律进行计算即可;
(4)把9999.5拆成10000-0.5,999.5拆成1000-0.5,99.5拆成100-0.5,9.5拆成10-0.5,然后再进行计算即可.
(2)9090909拆成1010101×9,1272726拆成141414×9,然后再进行计算即可;
(3)把8.080808拆成8+0.08+0.0008+0.000008,再根据乘法分配律进行计算即可;
(4)把9999.5拆成10000-0.5,999.5拆成1000-0.5,99.5拆成100-0.5,9.5拆成10-0.5,然后再进行计算即可.
解答:解:(1)124.24+324.24+524.24+724.24+924.24,
=(100+24+0.24)+(300+24+0.24)+(500+24+0.24)+(700+24+0.24)+(900+24+0.24),
=(100+300+500+700+900)+(24+24+24+24+24)+(0.24+0.24+0.24+0.24+0.24),
=(100+900)×5÷2+24×5+0.24×5,
=2500+120+1.2,
=2621.2;
(2)9090909×1272726÷1010101÷141414,
=(1010101×9)×(141414×9)÷1010101÷141414,
=(1010101×9÷1010101)×(141414×9÷141414),
=9×9,
=81;
(3)8.080808×125,
=(8+0.08+0.0008+0.000008)×125,
=8×125+0.08×125+0.0008×125+0.000008×125,
=1000+10+0.1+0.001
=1010.101;
(4)9999.5+999.5+99.5+9.5,
=(10000-0.5)+(1000-0.5)+(100-0.5)+(10-0.5),
=(10000+1000+100+10)-(0.5+0.5+0.5+0.5),
=11110-2,
=11108.
=(100+24+0.24)+(300+24+0.24)+(500+24+0.24)+(700+24+0.24)+(900+24+0.24),
=(100+300+500+700+900)+(24+24+24+24+24)+(0.24+0.24+0.24+0.24+0.24),
=(100+900)×5÷2+24×5+0.24×5,
=2500+120+1.2,
=2621.2;
(2)9090909×1272726÷1010101÷141414,
=(1010101×9)×(141414×9)÷1010101÷141414,
=(1010101×9÷1010101)×(141414×9÷141414),
=9×9,
=81;
(3)8.080808×125,
=(8+0.08+0.0008+0.000008)×125,
=8×125+0.08×125+0.0008×125+0.000008×125,
=1000+10+0.1+0.001
=1010.101;
(4)9999.5+999.5+99.5+9.5,
=(10000-0.5)+(1000-0.5)+(100-0.5)+(10-0.5),
=(10000+1000+100+10)-(0.5+0.5+0.5+0.5),
=11110-2,
=11108.
点评:本题主要考查拆数,把一个数拆成几个简单数的加减乘除的形式,然后再进行巧算即可.
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