题目内容
(1)16.81-5.67-4.33
(2)41.07-9.2-1.07
(3)6.4×9.37-8.37×6.4
(4)12.8×8×0.125.
(2)41.07-9.2-1.07
(3)6.4×9.37-8.37×6.4
(4)12.8×8×0.125.
分析:(1)根据减法的性质进行计算.
(2)把9.2和1.07交换位置再计算.
(3)根据乘法分配律进行计算.
(4)根据乘法结合律进行计算.
(2)把9.2和1.07交换位置再计算.
(3)根据乘法分配律进行计算.
(4)根据乘法结合律进行计算.
解答:解:(1)16.81-5.67-4.33
=16.81-(5.67+4.33)
=16.81-10
=6.81;
(2)41.07-9.2-1.07
=41.07-1.07-9.2
=40-9.2
=30.8;
(3)6.4×9.37-8.37×6.4
=6.4×(9.37-8.37)
=6.4×1
=6.4;
(4)12.8×8×0.125
=12.8×(8×0.125)
=12.8×1
=12.8
=16.81-(5.67+4.33)
=16.81-10
=6.81;
(2)41.07-9.2-1.07
=41.07-1.07-9.2
=40-9.2
=30.8;
(3)6.4×9.37-8.37×6.4
=6.4×(9.37-8.37)
=6.4×1
=6.4;
(4)12.8×8×0.125
=12.8×(8×0.125)
=12.8×1
=12.8
点评:本题主要考查了学生在计算中灵活运用简便算法的计算能力.
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