1) A mining company has a test that can identify coal in a sample. We know...
1) A mining company has a test that can identify coal in a sample. We know that 93% of a particular area that the mining company has leased contains no coal. Given a sample that has no coal is tested, containing coal (given it actually does contain coal) 4.5% of the time. a) State each event. b) Write out the probabilities for this scenario using the probability notation taught in lectures and workshops c) Find the probability of finding coal...
Lydia is concerned that she has strep throat, so she visits her doctor. Base on her initial examination, the doctor believes that there is a 70% chance that Lydia has strep throat. There is a test for strep throat known as the Rapid Strep Test (RST). If an individual has strep throat, the RST correctly identifies this 95% of the time (i.e. the true positive rate is 95%). If an individual does not have strep throat, the RST incorrectly identifies...
R CODE PROGRAM 1. Suppose we want to simulate an experiment that can take outcomes 1; : : : ; n with probabilies p1; : : : ; pn. To be specic, suppose the R-vector p=c(.1,.2,.3,.35, .02, .03) gives the desired probabilities. Write R code that produces a number from 1 to 6 with the given probabilities, without using if statements. I recommend using the R command cumsum to do this, though there many possible approaches. 2. Suppose we are...
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12. Identify an appropriate test for each of the following situations: (a) A random sample of workers is taken from each of 3 factories and the number of overdme hours (b) A chemist is evaluating a new method for determining the percentage content of an element in a (c) Researchers collected intelligence test scores on twins, one of whom was raised by the natural (d) Two methods for determining the percentage of iron in ore...
1. In practice, most studies involve relatively large
populations for which taking a sample can provide satisfactory
results much more quickly and at considerably lower cost than a
census.
a. True
b. False
2.Which of the following is not an example of primary data?
a. Data published by the New York Stock Exchange.
b. Financial data tapes that contain data compiled from the New
York Stock Exchange.
c. Data published by Statistics Canada.
d. Data published by the United States...
1. Many companies use a incoming shipments of parts, raw materials, and so on. In the electronics industry, component parts are commonly shipped from suppliers in large lots. Inspection of a sample of n components can be viewed as the n trials of a binomial experimem. The outcome for each component tested (trialD will be that the component is classified as good or defective defective components in the lot do not exceed 1 %. Suppose a random sample of fiver...
Hi, can you shaw haw yau 50t the answer. 2-1f need to pay extra let me ase Know. Steph Problem 1 R. C. COLEMAN R. C. Coleman distributes a variety of food products that are sold through grocery store and supermarket outlets. The company receives orders directly from the individual out- lets, with a typical order requesting the delivery of several cases of anywhere from 20 to 50 different products. Under the company's current warehouse operation, warehouse clerks dispatch order-picking...
A. Introduction and Objective Every test has at least two sources of variation that affect the results of the test. The first source of variation is due to the experimental procedure, such as using two different testing machines that have different calibrations, or different observers reading the same equipment differently. This type of variation is often called the experimental error The second source of variation is inherent in the specimens (or sample population) themselves. In other words, no two specimens...
(c) If you buy 4 spark plugs, what is the probability that at least one is defective? 5. At Least One Girl: Suppose a couple plans to have 4 children and the probability of a boy is 0.50. Find the probability that the couple has at least one girl. 6.* Lie Detector: Suppose a lie detector test can detect a lie 95% of the time. You get hooked up and tell 10 truths and 10 lies. What is the probability...
C++. Need some help getting started. We will also have the following two functions: 1. A mutate function that randomly modifies a chromosome. 2. A crossover function that takes two chromosomes and splits each one at the same spot, then combines them together. Our genetic algorithm works by iterating over generations of chromosomes via the following process: 1. Generate random population. 2. Until we get an answer that is good enough, do the next steps in a loop: (a) Do...