题目内容

2.05+5.71+0.95=5.71+(2.05+0.95)使用了


  1. A.
    加法交换律
  2. B.
    加法交换律和结合律
  3. C.
    加法结合律
B
分析:在加法算式中,两个加数交换位置,和不变,此为加法交换律;先把前两个数相加,或先把后两个数相加,和不变,此为加法结合律.由此可知,2.05+5.71+0.95=5.71+(2.05+0.95)同时使用了加法交换律及结合律.
解答:根据加法交换律及结合律的定义可知,
2.05+5.71+0.95=5.71+(2.05+0.95)同时使用了加法交换律及结合律.
故选:B.
点评:同运用运算定律进行简算的时候,同一个算式可能要综合运用多个运算定律进行简算.
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12.8÷4= 5.2÷13= 12.5÷5= 1.64÷41=
10÷20= 24÷15= 8.65×10= 0.35×0.6=
3.08×0.01= 4.95×1000= 6.9×0.1= 0.4×0.5=
2.4÷0.8= 10.8÷9= 9.6÷0.8= 0.108÷2=
4.95÷0.9= 9.65÷0.1= 0.325×100= 2.5×8=
0.56÷0.7= 0.125×4= 3.28×0.1= 3.9÷0.13=
7.2×0.1= 0.01×0.1= 0.25×0.4= 1.6÷0.8=
1÷2.5= 1.25×0.8= 3.2÷0.04= 0÷1.7=
0.22×102= 9.6÷0.8= 5×0.24= 4.5-0.05=
3.9÷0.13 16.5÷0.5= 5×0.12= 24×0.5=
4.8×0.5= 2.8+4.2= 0.84÷2.1= 5÷0.25=
7.8÷0.01= 5.4÷0.6= 3.2÷5= 7×0.62=
0.56÷0.8= 7.4-2.8= 0.18÷0.2= 0.16÷8=
4.5×0.02= 8+7.2= 1.2×30= 0.012×0.2=
7.3×0.3= 9÷6= 3.6÷0.12= 7.8÷0.6=
2÷5= 4.5+5= 0.3÷0.6= 0.96÷0.2=
10.5×0.4= 7.3+0.27= 8×0.125= 0.54÷0.6=
0.61+0.39= 0.56÷28= 10÷20= 4.08÷0.4=
11-9.4= 0.8×0.11= 0.72+12.8= 5.6÷0.01=
2.3×100= 0.75×100= 0.108÷2= 10.8÷9=
0.7÷0.8= 16-5.07= 4.2×0.4= 0.72×6=
12÷0.5= 5.2×0.4= 12.2÷0.2= 5.6÷100=
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84÷0.21= 0.75÷0.25= 2.5×16= 0.108÷2=
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1.02×0.2= 0.26×0.3= 8.4×0.02= 1.29×6=
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0.8×0.13= 0.34÷17= 8.08÷0.4= 0.5×2.2=
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6.4÷4= 7.2÷1.8= 0.7÷0.35= 0.72÷1.44=
0.48÷0.04= 1.25÷2.5= 5.5+55= 16.8÷8=
0.54+2.2= 3.5-0.05= 2÷0.02= 0.25×40=
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