If # represents on of the operations +, -and *, is k#(1+m)=(k#1)+(k#m) for all numbers k,l and m?
(1) k#l is not equal to 1#k for some numbers k
(2) # represents subtraction
费费:从(1)得出#只能代表-,充分
(2)说#代表-,跟(1) 一样,所以选d
我觉得他这种解题思路很有问题,怎么能根据(1)来推导(2)能。把-带入原式k#(1+m)=(k#1)+(k#m)是显然不成立的,所以(2)不充分,只能选A啊。请教一下。
可是假如设k=5,m=3
k#(1+m)=5-(1+3)=1
而(k#1)+(k#m)=4+2=6
k#(1+m)就不等于(k#1)+(k#m)了啊
临近考试,请nn们给予指导
谢谢!!!!!
可是假如设k=5,m=3
k#(1+m)=5-(1+3)=1
而(k#1)+(k#m)=4+2=6
k#(1+m)就不等于(k#1)+(k#m)了啊
临近考试,请nn们给予指导
谢谢!!!!!
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