In a full adder, sum is $1$ when the number of $1$s in the input is odd.
So, $S=0$ when the number of $1$s is even.
Carry output is $1$ when at least two inputs are $1$.
Now we need both conditions together:
$S=0$ and $C_{out}=1$
This happens when exactly two inputs are $1$.
The combinations are:
$011,101,110$
Answer: B