Answer:
Option A
Explanation:
We have ,f(x)=-3x-3
(i) let f(x)=3 , then we get
$ 3=-3x-3 \Rightarrow 6=-3x \Rightarrow x=-2$
(ii) Let f(x)=-6 , then we get
$ -6=-3x-3 \Rightarrow -3=-3x \Rightarrow x=1$
(iii) let f(x)=-9 , then we get
$ -9=-3x-3 \Rightarrow -6=-3x \Rightarrow x=2$
(iv) Let f(x)=-18, then we get
$ -18=-3x-3 \Rightarrow -15=-3x \Rightarrow x=5$
Thus, domain of f={-2,1,2,5}
Hence,-1 cannot be in the domain of f.