Assume that the number of new visitors to College of the Canyon’s stadium in one hour is a Poisson random variable. The mean number of new visitors to the stadium is  2.1 per hour. What is the probability that in any given hour two or more new visitors will arrive at the​ stadium?

Suppose the lakers are averaging 102.6 points per game with a standard deviation of 6.58 points. What is the probability you will attend a game where the lakers score less than 92.4 points? Show your work including all formulas.

An agency’s response team accepts complaints about accounts. Of the customers who registered a bank account and service​ complaint,  47​% cited​ “account mgmt” as the type of complaint from a sample of 24 consumers who registered bank account and service complaints. What is the expected​ value of the binomial distribution?

Suppose the lakers are averaging 102.6 points per game with a standard deviation of 6.58 points. What is the probability you will attend a game where the lakers score less than 102 points? Show your work including all formulas.

Suppose the lakers are averaging 102.6 points per game with a standard deviation of 6.58 points. What is the probability you will attend a game where the lakers score between 98 and 101 points? Show your work including all formulas.

5 gal = ___ ml

24 ml = ___ pt

endo‐

69 ml = ___ qt

42 ml = ___ qt