题目内容
| 829-299 | (1459-694)÷15×137 | 3962-(962+475) |
| (83+3706÷34)×22 | 10000-(39+65)×35 | 185+624+115+366. |
分析:(1)运用凑整法简算;
(2)先算小括号里面的减法,再算括号外的除法,最后算括号外的乘法;
(3)运用减法的性质简算;
(4)先算小括号里面的除法,再算括号里面的加法,最后算括号外的乘法;
(5)先算小括号里面的加法,再算括号外的乘法,最后算括号外的减法;
(6)运用加法交换律和结合律简算.
(2)先算小括号里面的减法,再算括号外的除法,最后算括号外的乘法;
(3)运用减法的性质简算;
(4)先算小括号里面的除法,再算括号里面的加法,最后算括号外的乘法;
(5)先算小括号里面的加法,再算括号外的乘法,最后算括号外的减法;
(6)运用加法交换律和结合律简算.
解答:解:(1)829-299,
=829-300+1,
=529+1,
=530;
(2)(1459-694)÷15×137,
=810÷15×137,
=54×137,
=7398;
(3)3962-(962+475),
=3962-962-475,
=3000-475,
=2525;
(4)(83+3706÷34)×22,
=(83+109)×22,
=192×22,
=4224;
(5)10000-(39+65)×35,
=10000-104×35,
=10000-3640,
=6360;
(6)185+624+115+366,
=(185+115)+(624+366),
=300+1000,
=1300.
=829-300+1,
=529+1,
=530;
(2)(1459-694)÷15×137,
=810÷15×137,
=54×137,
=7398;
(3)3962-(962+475),
=3962-962-475,
=3000-475,
=2525;
(4)(83+3706÷34)×22,
=(83+109)×22,
=192×22,
=4224;
(5)10000-(39+65)×35,
=10000-104×35,
=10000-3640,
=6360;
(6)185+624+115+366,
=(185+115)+(624+366),
=300+1000,
=1300.
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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