Exam 5: Probability

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It is known that 20% of all students in some large university are overweight, 20% exercise regularly and 2% are overweight and exercise regularly. What is the probability that a randomly selected student is overweight given that this student exercises regularly?

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Max Sandlin is exploring the characteristics of stock market investors. He found that sixty percent of all investors have a net worth exceeding $1,000,000; 20% of all investors use an online brokerage; and 10% of all investors a have net worth exceeding $1,000,000 and use an online brokerage. An investor is selected randomly, and E is the event "net worth exceeds $1, 000, 000," and O is the event "uses an online brokerage." P(O|E) = ___.

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Your company provides services to three different industries: automotive, construction, and financial services. These services can be either on a yearly or on a monthly contract. The cross-tabulation table below summarizes this information: Your company provides services to three different industries: automotive, construction, and financial services. These services can be either on a yearly or on a monthly contract. The cross-tabulation table below summarizes this information:   If a client is randomly selected, what is the likelihood that it will be from the financial industry or on a monthly contract? If a client is randomly selected, what is the likelihood that it will be from the financial industry or on a monthly contract?

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What are the three methods of assigning probabilities?

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The method of assigning probabilities to uncertain outcomes based on laws and rules is called the relative frequency method.

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The probability of A or B where A is receiving a state grant and B is receiving a federal grant is the probability of receiving no more than one of the two grants.

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The department in which you work in your company has 24 employees: 10 women and 14 men. A team of 4 employees must be selected to represent the department at a companywide meeting in the headquarters of the company. The team must have two women and two men. How many different teams of 4 can be selected?

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The department in which you work in your company has 24 employees: 10 women and 14 men. A team of anywhere from one employee up to 9 employees must be chose to attend a meeting at the company's headquarters. How many different teams can be selected?

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It is known that 20% of all students in some large university are overweight, 20% exercise regularly and 2% are overweight and exercise regularly. What is the probability that a randomly selected student is either overweight or exercises regularly or both?

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Given P(A) = 0.45, P(B) = 0.30, P(A and B) = 0.05. Find P(B|A).

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If X and Y are mutually exclusive events, then if X occurs ___.

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Given P(A) = 0.40, P(B) = 0.50, P(A and B) = 0.15. Find P(A or B).

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The department in which you work in your company has 24 employees. A team of 3 employees must be selected to represent the department at a companywide meeting in the headquarters of the company. How many different teams of 3 can be selected?

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The department in which you work in your company has 24 employees. A team of 3 employees must be selected to represent the department at a companywide meeting in the headquarters of the company. How many different teams of 3 can be selected?

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In a set of 12 aluminum castings, two castings are defective (D), and the remaining ten are good (G). A quality control inspector randomly selects three of the twelve castings with replacement, and classifies each as defective (D) or good (G). The sample space for this experiment contains ___ elementary events.

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If the occurrence of one event precludes the occurrence of another event, then the two events are mutually exclusive.

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Consider the following sample space, S, and several events defined on it. S = {Albert, Betty, Abel, Jack, Patty, Meagan}, and the events are: F = {Betty, Patty, Meagan}, H = {Abel, Meagan}, and P = {Betty, Abel}. F and H is ___.

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Max Sandlin is exploring the characteristics of stock market investors. He found that sixty percent of all investors have a net worth exceeding $1,000,000; 20% of all investors use an online brokerage; and 10% of all investors a have net worth exceeding $1,000,000 and use an online brokerage. An investor is selected randomly, and E is the event "net worth exceeds $1,000,000" and O is the event "uses an online brokerage." P(O or E) = ___.

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The list of all elementary events for an experiment is called the sample space.

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Which of the following is  not \textbf{ not } a legitimate probability value?

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