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A company assembles a large part by joining two smaller parts together. Assume that the smaller parts are normally distributed with a mean length of 1 inch and a standard deviation of 0.01 inch.
a. What fraction of the larger parts are longer than 2.05 inches?
b. What fraction of the larger parts are between 1.96 inches and 2.02 inches long?
Out of the 109 males, 42% preferred Pepsi and out of the 53 females, 40% preferred Pepsi. Pepsi wanted to test to determine if the males preferred Pepsi more than females.
C-Spec has determined that the machine has a sample mean of 4.001 inches with a standard deviation of .002 inch. Calculate the (capability index) for this machine.
The mean weight of a breed of yearling cattle is 1104 pounds. Suppose that weights of all such animals can be described by a Normal model with a standard deviation of 58 pounds. What weight would be considered unusually low for such an animal?
Describe the advantages and disadvantages of quasi-experiments? What is the fundamental weakness of a quasi-experimental design? Why is it a weakness? Does its weakness always matter?
the number of yearly breakdowns for the power generator observed over the past 20 years at orlando utilities is
mountain states surgery center in denver colorado performs many knee replacement surgery procedures each year. recently
Formulate an LP model to help Saudi Oil maximize its profits. (Assume that neither Type A nor Type B oil can be purchased) (Note: In this problem you have to figure out the decision variables, constraints and objective function)
An investor owns three common stocks. Each stock, independent of the others, has equally likely chances of (1) increasing in value, (2) decreasing in value, or (3) remaining the same value.
The data taken for this study came from a survey of two insurance carriers. The first carrier (C1) was compared against the second competitor (C2). In this study, we determine whether there exists any difference between the two insurance carriers.
To what extent have increases in U.S. real GDP resulted from more labor inputs? From higher labor productivity?
The coin is tossed twice and a value for Y , the number of heads, is observed. For each possible value of Y , which of the two values for p (1/4 or 3/4) maximizes the probability that Y = y? Depending on the value of y actually observed, what is t..
What does a line plot do to the shape of the graph of time values which are not uniformly spaced? Would an XY plot show the shape of the data more accurately?
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