函数y=2x⼀(x+1)的值域为

2025-03-07 03:58:57
推荐回答(2个)
回答1:

y=2x/(x+1)
=(2x+2-2)/(x+1)
=(2x+2)/(x+1)-2/(x+1)
=2-2/(x+1)
因为2/(x+1)≠0,所以2-2/(x+1)≠2
即y≠2,也即值域为(-∞,2)∪(2,+∞)

回答2:

不等于2