0.5×1.6+0.5×26.47.16-(3.5-3.84)
(0.125×8-0.5)÷0.25數(shù)學(xué)公式-(數(shù)學(xué)公式+數(shù)學(xué)公式
999×778+333×666(13×0.58-4.87+0.42×13-5.13)×4.25.

解:(1)0.5×1.6+0.5×26.4,
=0.5×(1.6+26.4),
=0.5×28,
=14;

(2)7.16-(3.5-3.84),
=7.16-3.5+3.84,
=7.16+3.84-3.5,
=11-3.5,
=7.5;

(3)(0.125×8-0.5)÷0.25,
=(1-0.5)÷0.25,
=0.5÷0.25,
=2;

(4)-(+),
=--
=1-,
=

(5)999×778+333×666,
=999×778+999×222,
=999×(778+222),
=999×1000,
=999000;

(6)(13×0.58-4.87+0.42×13-5.13)×4.25,
=(13×0.58+0.42×13-5.13-4.87)×4.25.
=[13×(0.58+0.42)-(5.13+4.87)]×4.25,
=[13×1-10]×4.25,
=3×4.25,
=12.75.
分析:(1)運用乘法分配律簡算;
(2)根據(jù)減法的性質(zhì)簡算;
(3)先算小括號里面的乘法,再算小括號里面的鵝減法,最后算括號外的除法;
(4)運用減法的性質(zhì)簡算;
(5)先把333×666變成999×222,再運用乘法分配律簡算;
(6)綜合運用加法結(jié)合律、乘法分配律以及減法的性質(zhì)進(jìn)行簡算.
點評:此題是考查四則混合運算,要仔細(xì)觀察算式的特點,靈活運用一些定律進(jìn)行簡便計算.
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