The reading on a voltage meter connected to a test circuit is uniformly distributed over the interval (θ, θ + 1), where θ is the true but unknown voltage of the circuit. Suppose that Y1, Y2,..., Yn denote a random sample of such readings. a. Show that Y is a biased estimator of θ and compute the bias.
b. Find a function of Y that is an unbiased estimator of θ.
c. Find MSE(Y ) when Y is used as an estimator of θ.

Which one is the correct answer, and why?

What are the greatest common factor of 75 and 30

Identify the statement below as either descriptive or inferential statistics. upper a certain website sold an average of 117 books per day last week. is the statement an example of descriptive or inferential statistics? a. it is an example of descriptive statistics because it uses a sample to make a claim about a population. b. it is an example of inferential statistics because it uses a sample to make a claim about a population. c. it is an example of inferential statistics because it summarizes the information in a sample. d. it is an example of descriptive statistics because it summarizes the information in a sample.