Slutsky's theorem combines the Law of Large Numbers
A)with continuous functions.
B)and the normal distribution.
C)and the Central Limit Theorem.
D)with conditions for the unbiasedness of an estimator.

Question

Quizplus · Accepted Answer

Slutsky's theorem combines the Law of Large Numbers and the Central Limit Theorem. It states that the limit of the product of a sequence of random variables and a continuous function can be expressed in terms of the expected value and variance of the sequence, as long as the sequence converges in probability and the function is uniformly continuous on the support of the limiting distribution.

Slutsky's Theorem Combines the Law of Large Numbers