# Question: Classify each of the following as a probability or a

Classify each of the following as a probability or a statistics problem:

a. Determining how long it takes to handle a typical telephone inquiry at a real estate office

b. Determining the length of life for the 100-watt light bulbs a company produces

c. Determining the chance that a blue ball will be drawn from a bowl that contains 15 balls, of which 5 are blue

d. Determining the shearing strength of the rivets that your company just purchased for building airplanes

e. Determining the chance of getting “doubles” when you roll a pair of dice

a. Determining how long it takes to handle a typical telephone inquiry at a real estate office

b. Determining the length of life for the 100-watt light bulbs a company produces

c. Determining the chance that a blue ball will be drawn from a bowl that contains 15 balls, of which 5 are blue

d. Determining the shearing strength of the rivets that your company just purchased for building airplanes

e. Determining the chance of getting “doubles” when you roll a pair of dice

**View Solution:**## Answer to relevant Questions

Three hundred viewers were asked if they were satisfied with the TV coverage of a recent disaster. One viewer is to be randomly selected from those surveyed. a. Find P(satisfied). c. Find P(S male). b. Find P(S female). In 2007, data from two Youth Risk Behavior Surveys were analyzed to investigate seatbelt use among high school students ages 16 or older. The results were published in the September 2008 issue of American Journal of ...A parts store sells both new and used parts. Sixty percent of the parts in stock are used. Sixty-one percent are used or defective. If 5% of the store's parts are defective, what percentage is both used and defective? Solve ...Juan lives in a large city and commutes to work daily by subway or by taxi. He takes the subway 80% of the time because it costs less, and he takes a taxi the other 20% of the time. When taking the subway, he arrives at work ...Suppose that A and B are events defined on a common sample space and that the following probabilities are known: , , P(a) = 0.5 P (A and B) 24, and P (A,B) = 0.4. Find P (A or B)Post your question