There is no random variable in this problem. Why can the concept of bias be applied here?
Here, it is clear that the estimator is consistent, but I cannot tell if it is unbiased. Would you say that because we know the exact point we draw from, it it unbiased?
I think this is consistent and unbiased
How do we tell?
How can we determine if it's unbiased or not
The sampling method seems to be both consistent and unbiased