解:(1)2.5×1.25÷
,
=2.5×1.25×32,
=(2.5×4)×(1.25×8),
=10×10,
=100;
(2)75×32×1.25,
=(75×4)×(8×1.25),
=300×10,
=3000;
(3)101×93-93,
=(101-1)×93,
=100×93,
=9300;
(4)43×6.9+69×5.7,
=43×6.9+6.9×57,
=(43+57)×6.9,
=100×6.9,
=690.
分析:(1)2.5×1.25÷
,把除數(shù)轉(zhuǎn)化為乘它的倒數(shù),再把32分解為:8×4,然后運(yùn)用乘法交換律和結(jié)合律進(jìn)行簡算;
(2)75×32×1.25,把32 分解為:4×8,然后運(yùn)用乘法結(jié)合律進(jìn)行簡算;
(3)101×93-93,運(yùn)用乘法分配律進(jìn)行簡算;
(4)43×6.9+69×5.7,根據(jù)積的變化規(guī)律先將原式轉(zhuǎn)化為:43×6.9+6.9×57,然后運(yùn)用乘法分配律進(jìn)行簡算.
點(diǎn)評:此題考查的目的是理解掌握乘法的運(yùn)算定律,并且能夠靈活運(yùn)用乘法的運(yùn)算定律進(jìn)行簡便計(jì)算.