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Answer the following two questions. Show all work.
(a) Mimi has seven books from the Math is Fun series. She plans on bringing three of the seven books with her in a road trip. How many different ways can the three books be selected?
(b) Book Club must appoint a president, a vice president, and a treasurer. There are 12 qualified candidates. How many different ways can the officers be appointed?
A laptop computer maker uses battery packs supplied by two companies, A and B. While both brands have the same average battery life between charges (LBC).
A series system is one that needs all of its components to function in order for the system itself to be functional.
A pharmaceutical company claims that four out of five doctors prescribe the pain medicine it produces.
a fair coin is tossed four times. what is the probability that the number of heads appearing on the first two tosses es
The ACT is also distributed with meanof 21 and standard deviation of 4.7. Rachel wants to be in the 98th percentile on each test. What scores must she recieve on each exam?
What are the null and alternative hypothesis if we want to determine whether the average length of time employees spent on social media every day
medical tests were conducted to learn about drug-resistant tuberculosis. of 142 cases testedin new jersey 9 were found
Accidents happen (1.2, 3.1) Construct a plot that displays the distribution of the number of accidents effectively.
consider an f distribution with numerator degrees of freedom and denominator degrees of freedom. compute . round your
Describe the variables implicit in these 11 items as quantitative or qualitative, and describe the scales of measurement.
Find the APV of each of the following contracts. At time 0 the process is in state 0. A contract provides for a payment of 1000 at time k, k = 0, 1, 2, 3, provided the process is in state 0 at time k.
A plot of the points (x,f), where x represents the class mark of a given class in a frequency distribution and f represents its frequency, is called a frequency polygon. Construct a frequency polygon using the data in Exercise 116.
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