(1)1
×(2
×
-5
÷4
)(2)99.9*98+(0.8-
)*999(3)
*1.6÷(10-
÷
)(4)(1234+4567*7890)/(4568*7890-6656)解:(1)1
×(2
×
-5
÷4
),=
×(
),=
×(
),=
(
),=
×
,=
;(2)99.9×98+(0.8-
)×999,=999×9.8+0.2×999,
=999×(9.8+0.2),
=999×10,
=9990;
(3)
×1.6÷(10-
÷
),=
×1.6÷(10-
×
),=
×1.6÷(
-
),=
×1.6÷
,=
×1.6×
,=
,=
;(4)(1234+4567×7890)÷(4568×7890-6656),
=(1234+4567×7890)÷[(4567+1)×7890-6656],
=(1234+4567×7890)÷[4567×7890+7890-6656],
=(1234+4567×7890)÷[1234+4567×7890],
=1;
分析:算式(1)、(3)根据四则混合运算的运算顺序计算即可.算式(2)把99.9×98改写成999×9.8,然后再运用乘法的分配律进行计算.(4)把(4568×7890-6656)改写成(4567+1)×7890-6656,进一步转化成(1234+4567×7890),最后可得结果是1.
点评:完成本题要注意分析式中数据,运用合适的简便方法计算.