(1)7.2×1.43÷÷1.1
(2)0.125×76.8+12.5×0.132+1.25
(3)9???
(4).
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解:(1)7.2×1.43÷÷1.1,
=10.296÷÷1.1,
=12.87÷1.1,
=11.7;
(2)0.125×76.8+12.5×0.132+1.25,
=0.125×76.8+0.125×13.2+0.125×10,
=0.125×(76.8+13.2+10),
=0.125×100,
=12.5;
(3)9,
=9++99++999++9999++99999+,
=9+99+999+9999+99999+×5,
=9+99+999+9999+99999+2,
=(9+1)+(99+1)+(999+1)+(9999+1)+(99999+1)-5+2,
=10+100+1000+10000+100000-3,
=111110-3,
=1111107;
(4),
=1-+-+-+-+-+-+-,
=1-,
=.
解析分析:(1)从左向右进行计算即可,
(2)运用乘法的分配律进行简算,
(3)原式=9++99++999++9999++99999+,再运用加法的结合律进行简算,
(4)通过仔细观察,此算式中的每个分数都拆成两个分数相减的形式,然后通过加、减相互抵消,得出结果.
点评:此题考查了运算定律与简便运算,四则混合运算.注意运算顺序和运算法则,灵活运用所学的运算定律进行简便计算.