‘壹’ 77x99一77用简便方法
77×99-77
=77×99-77x1
=77×(99-1)
=77x98
=77×(100-2)
=77×100-77x2
=7700-154
=1546
分析:如果这个题中间是+,就比较好算了,但是中间是减号,就增加了很多难度,但是不管怎样都用乘法分配律来做,只是多了一步。敬请采纳谢谢!
‘贰’ 77脳55+77脳46锛77镄勭亩渚胯$畻
77脳55+77脳46锛77
=77脳锛55+46锛1锛
=77脳100
=7700
77*23+78*77-77
=锛23+78-1锛*77
=100*77
=7700
77脳49+77+50脳77=77x(49+1+50)=77x100=7700
绠渚胯$畻锛
8.46-(3.46-0.77)
=8.46锛3.46锛0.77
=5锛0.77
=5.77锛
77脳1001-77
=77脳1001-1脳77
=77脳(1001-1)
=77脳1000
=77000
77涔83锷77涔17=绠渚胯$畻
=77x(83+17)
=77x100
=7700
79脳8+4脳77-2脳77
=锛2+77锛墄8+锛4-2锛墄77
=2x8+77x8+2x77
=16+77x锛8+2锛
=16+77x10
=16+770
=786
璋㈣阿锛岃烽噰绾
铡熷纺
=45x77+23x77+32x77
=(45+23+32)x77
=100x77
=7700
=54脳(89-77)+12脳46
=54脳12+12脳46
=12脳(54+46)
=12脳100
=1200
瑙g瓟锛
77/78*77=锛78-1)/78*77=(1-1/78)*77
=77-77/78=76鍙1/78