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A company excavates gold and silver from 2 different mines. Each hour that the company operates in Mine 1 produces 2 kg of gold and 2 kgs of silver. Each hour the company operates in Mine 2 produces 1 kg of gold and 3 kgs of silver. To reach break-even point, the company must produce at least 12 kg of gold and 18 kg of silver per day. Develop a formulation of Linear Programming to identify the minimum operational hours at each mine to reach their break even point
assume you plan to construct a 95 confidence interval. the numbers of online applications from simple random samples of
Explain clearly what is meant by a false negative rate of 5% and a false positive rate of 15%. If the population were screened, what proportion would be expected to test negative for metropathy?
suppose the heights of american men are normally distributed with the mean of 68 inches and standard deviation of 2.5.
Design a Huffman source coding scheme that can achieve lossless transmission with lessthan 90 bit/second.
Using WSJ or IBD look up the following stocks: General Electric, General Motors, Microsoft and Intel and answer the following questions for each stock. You may have to refer to several issues of your newspaper for all of the information if the pap..
suppose that there are a total of 16 students in an elementary school class. the teacher assigns each of the students a
in terms of hypotheses one of the major differences between the t-test and anova is thata. ha is never defined with
The Weschsler IQ test has a μ =100 and a σ = 15. A vitamin company said if people took vitamin X for 30 days their IQ would improve. A simple random sample of 49 people took the vitamins for 30 days. They then took the IQ test. The mean IQ of the ..
Find a formula for the linear function described. The function, y=f(x), where f(c)=k, f(c+h)=3k and the graph of f(x) goes through the origin.
Suppose that you perform a significance test regarding a population mean, and that the evidence does not warrant rejection of the null hypothesis.
the mean balance that college students owe on their credit cards is 896 with a standard deviation of 104. if all
Construct a 95% confidence interval for the population mean test score for high school seniors - difference between the fraction who preferred the incumbent and the fraction who preferred the challenger at the time of the survey.
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