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Engineering
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Renewable Energy
Exam 5: The Dynamics of Population: An Overview
Path 4
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Question 1
Short Answer
A single die is rolled, twice. What is the probability of obtaining the 3 on either of the two rolls of the die?
Question 2
Short Answer
Two dice are rolled. What is the probability of not getting a 7 or 11 on the first two rolls of the dice?
Question 3
Short Answer
If an engineer has 2 switches and 4 bulbs in a container, what is the probability of the engineer choosing a switch and then a bulb, out of the container?
Question 4
Short Answer
Calculate the mean, median and mode for the following set of numbers: 0, 1, 1, 2, 3, 5, 8, 13, and 21. It turns out that there is a special name for this number sequence, can you tell us what that is?
Question 5
Short Answer
Determine the probability of tossing a die and getting a number that is less than 5.
Question 6
Short Answer
Given the series configuration as displayed in Figure 15.2, if you were given the operating time for each unit as 100 days and the unit failure rate as 2.5 x 10
-4
failures per day, what would be the reliability of the two components in series?
Question 7
Short Answer
A die is tossed twice. Determine the probability of rolling a 4, 5 or 6, on the first roll; and a 1, 2, 3 or 4 on the second roll.
Question 8
Short Answer
Consider a core monitoring system for a nuclear reactor with only an ionization chamber (IC), temperature sensor (TS) and pressure sensor (PS). Let us say that the failure probabilities for these subsystems: P(IC) = 0.02; P(TS) = 0.04; and; P(PS) = 0.01; apply Bayes Theorem for determining the probability that the temperature sensor failed during a reactor operation.
Question 9
Short Answer
A meteorology company is contracted by a solar power plant company that has a solar power plant in both New York City and Los Angeles. The contractor has data which gives the probability of a sunny day in New York City as 0.4, and the probability of a sunny day in Los Angeles as 0.3. The data also show that the probability of a sunny day in either New York City or Los Angeles is 0.58. What is the probability that it will be a sunny day in both New York City and Los Angeles, on the same day? What is the probability that neither New York City nor Los Angeles has a sunny day on the same day?
Question 10
Short Answer
An electric power plant is designed to have a reliability of 99%. If each subsystem has a reliability of 60%, how many subsystems must be linked in parallel so that the power plant meets its designed specification?