题目内容
| 20100÷(106+94×6) | (1274-1260÷28)×2 |
| 125×16×25 | (450-50×8)÷25 |
| 25×20×125 | 48×52-24×2+49×48 |
| 83×97-56×83+83×59 | 9999×8888 |
| 4368+42+58×37 | 65×(207-87+29) |
| [(187-87)×35-200]=150. |
解:(1)20100÷(106+94×6)
=20100÷(106+564),
=20100÷670,
=30;
(2)(1274-1260÷28)×2
=(1274-45)×2,
=1229×2,
=2458;
(3)125×16×25
=125×8×(2×25),
=1000×50,
=50000;
(4)(450-50×8)÷25
=(450-400)÷25,
=50÷25,
=2;
(5)25×20×125
=500×125,
=62500;
(6)48×52-24×2+49×48
=48×52-48+49×48,
=(52+49-1)×48,
=100×48,
=4800;
(7)83×97-56×83+83×59
=(59-56+97)×83,
=100×83,
=8300;
(8)9999×8888
=(10000-1)×8888,
=10000×8888-8888,
=88880000-8888,
=88871112;
(9)4368+42+58×37,
=4368+42+2146,
=4410+2146,
=6556;
(10)65×(207-87+29)
=65×(120+29),
=65×149,
=9685;
(11)[(187-87)×35-200]÷150
=(100×35-200)÷150,
=(3500-200)÷150,
=3300÷150,
=22.
分析:(1)(2)(4)(5)(9)(10)(11)根据四则混合运算的运算顺序计算即可:先算乘除,再算加减,有括号的要先算括号里面的.
(3)可将16拆分为8×2后根据乘法结合律计算;
(6)(7)可根据乘法分配律计算;
(8)可将9999变为10000-1后根据乘法分配律计算;
点评:本题考查了四则混合运算,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.
=20100÷(106+564),
=20100÷670,
=30;
(2)(1274-1260÷28)×2
=(1274-45)×2,
=1229×2,
=2458;
(3)125×16×25
=125×8×(2×25),
=1000×50,
=50000;
(4)(450-50×8)÷25
=(450-400)÷25,
=50÷25,
=2;
(5)25×20×125
=500×125,
=62500;
(6)48×52-24×2+49×48
=48×52-48+49×48,
=(52+49-1)×48,
=100×48,
=4800;
(7)83×97-56×83+83×59
=(59-56+97)×83,
=100×83,
=8300;
(8)9999×8888
=(10000-1)×8888,
=10000×8888-8888,
=88880000-8888,
=88871112;
(9)4368+42+58×37,
=4368+42+2146,
=4410+2146,
=6556;
(10)65×(207-87+29)
=65×(120+29),
=65×149,
=9685;
(11)[(187-87)×35-200]÷150
=(100×35-200)÷150,
=(3500-200)÷150,
=3300÷150,
=22.
分析:(1)(2)(4)(5)(9)(10)(11)根据四则混合运算的运算顺序计算即可:先算乘除,再算加减,有括号的要先算括号里面的.
(3)可将16拆分为8×2后根据乘法结合律计算;
(6)(7)可根据乘法分配律计算;
(8)可将9999变为10000-1后根据乘法分配律计算;
点评:本题考查了四则混合运算,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.
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