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Question: An economist wants to know what fraction of workers in a factory sometimes smoke marijuana on the job. She collects a random sample of 100 workers. To allay their fears she conducts the investigation indirectly. Each worker is assigned a number between 00 and 99. Anyone whose number is between 00 and 69 is asked to answer yes or no as to whether they sometimes use marijuana on the job. The other workers must answer yes or no to a trivial question such as "Do you ever wish you won a lottery?" The results were as follows: 44% of the responses were yes. What fraction would we estimate answer yes to the marijuana question?
what is the probability in percent that a variable will be within plusmn1.5 standard deviations of the
two people are going from seattle to portland. alice has 50 chance of arriving at 500 and a 50 chance of arriving at
Your specific assignment for this week is to choose a type of quantitative data to gather from your own life. How many minutes does it take yo to get to work everyday.
Suppose there was 2,500 cards in the inventory and how would the results be useful to the owner to estimate the total value of the inventory. What equation is best?
The first randomly selected drinker qualifies.- Three soft drink users will have to be interviewed to find the first Gatorade drinker.
1. Formulate the Linear Programming model. 2. Solve the model using the graphical method.
One variable recorded is the count X of finish defects (dimples, ripples, etc) in the car's paint. Is it reasonable to use a binomial distribution?
What is the test-retest method of estimating reliability? Describe the type of study that would be needed to find evidence of test-retest reliability. When is this method best used? When should it not be used?
The water level of a certain reservoir is depleted at a constant rate of 1000 units daily. The reservoir is re?lled by randomly occurring rainfalls. Rainfalls occur according to a Poisson process with rate 0.2 per day. The amount of water added to..
a. Assume the SBA claim is true. Find the probability that a randomly selected loaf of bread falls into each interval.
Suppose n unrelated people are gathered together. What is the smallest n for which chances are >50% that there will be two or more people born in the same calendar month?
Driverless vehicles can be used in warehouses, airports, and many other applications. These vehicles follow a wire embedded in the floor and adjust the steerable front wheels in order to maintain proper direction, as shown in Figure P8.7 (a) [10].
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