Determine population in given year to exponential model
Assume that the population grows according to the exponential model. If population in year 1995 is 1000, and population five years later is 1100 determine population (to the nearest whole number ) in year 2005.
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Employ the confidence level and sample data to determine a confidence interval for estimating the population (mean symbol). Test scores: n = 98, x(bar over x) = 81.9, (standard deviation symbol) = 7.8; 99 percent
Starting salaries of 145 college graduates who have taken the statistics course have a mean of $43,608 and a standard deviation of $8,347.
George Johnson currently inherited the large sum of money; he wishes to use the portion of the money to set up the trust fund for two children.
Find the amount of slack or surplus for every constraint. Assume objective function is changed to max 5A + 2B. Determine optimal solution and value of objective function.
Assume that the population grows according to the exponential model. If population in year 1995 is 1000, and population five years later is 1100 determine population (to the nearest whole number) in year 2005.
Develop a 90% confidence interval for the population mean,µ. Develop a 95% confidence interval for the population mean,µ .
USA today reported that approximately 25% of all state prison inmates released upon parole become repeat offenders while on parole. Assume the parole board is determining 5 prisoners up for parole Let x = number of prisoners out of five upon parol
If the association decides to comprise only the top 25% of the racers, what should be the cutoff time in the tryout run? Suppose the variable is normally distributed. Would a person who runs the course in 40 minutes qualify?
Determine the probability that are at least 2 men in the group whose serum cholesterol level is at most 230. Assume 90% of men's serum cholesterol level is less than c. What is the value of c?
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