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简介:
1.乘法交换律:
a×b=b×a
0.25×8.5×4
=0.25×4×8.5
=1×8.5
=8.5
2.乘法结合律:
a×b×c=a×(b×c)
8.5×0.25×4
=8.5×(0.25×4)
=8.5×1
=8.5
3.乘法交换律、结合律变式:
拆分因数
32×0.25×0.125
=4×8×0.25×0.125
=(4×0.25)×(8×0.125)
=1×1
=1
4.乘法分配律:
a×(b±c)=a×b±a×c
(1.25+2.5)×0.32
=1.25×0.32+2.5×0.32
=1.25×0.8×0.4+2.5×0.4×0.8
=0.4+0.8
=1.2
5.乘法分配律的拓展应用:将一个因数凑整。
4.8×10.1
=4.8×(10+0.1)
=4.8×10+4.8×0.1
=48+0.48
=48.48
4.8×9.9
=4.8×(10-0.1)
=4.8×10-4.8×0.1
=48-0.48
=47.52