题目内容
用递等式计算:
8.5×5.67-7.5×5.67
1.6×[(1.8+1.95)÷2.5]
4.5-1.14÷1.5-1.24
6.2+3.5×25×4.
8.5×5.67-7.5×5.67
1.6×[(1.8+1.95)÷2.5]
4.5-1.14÷1.5-1.24
6.2+3.5×25×4.
分析:(1)运用乘法分配律简算;
(2)先算小括号内的,再算中括号内的,最后算括号外的;
(3)先算除法,然后运用减法的性质简算;
(4)运用乘法结合律先计算3.5×25×4,然后再算加法.
(2)先算小括号内的,再算中括号内的,最后算括号外的;
(3)先算除法,然后运用减法的性质简算;
(4)运用乘法结合律先计算3.5×25×4,然后再算加法.
解答:解:(1)8.5×5.67-7.5×5.67
=(8.5-7.5)×5.67
=1×5.67
=5.67;
(2)1.6×[(1.8+1.95)÷2.5]
=1.6×[3.75÷2.5]
=1.6×1.5
=2.4;
(3)4.5-1.14÷1.5-1.24
=4.5-0.76-1.24
=4.5-(0.76+1.24)
=4.5-2
=2.5;
(4)6.2+3.5×25×4
=6.2+3.5×(25×4)
=6.2+3.5×100
=6.2+350
=356.2.
=(8.5-7.5)×5.67
=1×5.67
=5.67;
(2)1.6×[(1.8+1.95)÷2.5]
=1.6×[3.75÷2.5]
=1.6×1.5
=2.4;
(3)4.5-1.14÷1.5-1.24
=4.5-0.76-1.24
=4.5-(0.76+1.24)
=4.5-2
=2.5;
(4)6.2+3.5×25×4
=6.2+3.5×(25×4)
=6.2+3.5×100
=6.2+350
=356.2.
点评:注意运算顺序和运算法则,灵活运用所学的运算律简便计算.
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