Suppose you are given that the height of men is normaily distributed with mean of 162cm and standard deviation of 6cm. If we select a random sample of 25 men from this population and are interested in finding the probability that the average height is greater than 1T2cm, then a) this is a sampling distribution problem where we need the Centrai Limit Theorem (OLD 33) this is a sampling distribution probiem where we don't need the Central Limit Theorem (CLT) c) this is a sampling distribution probiem where CLT can't be applied since sample size is less than 30 d) this is a sample distribution problem where CLT can't be applied since sample size is greater than 30