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1. The tensile strength of a certain type of wire is normally distributed with a mean of 98.5 and a standard deviation of 10.8. If you draw a sample of size eighty-one from this population, what is the probability that the sample mean tensile strength will be between 96.5 and 100.5?
2. A doctor wishes to develop an interval estimate for scores on a patient questionnaire. She wants the interval to be within 5 points with a 99% confidence level. She does not know the standard deviation, but in previous years the scores have ranged from 48 to 97. How large a sample should she draw?
Assume then money spent is uniformly distributed between these amounts. Determine the mean amount spent on insurance?
If she feels certain that the percentage is somewhere between 20% and 40%, how many persons should be included in the sample?
Consider cooperation use (x) as a predictor of average payoff (y). Based on the scattergram, is there evidence of a linear trend?
1. What is the probability that at least one of the bonds defaults? 2. What is the probability that neither the seven-year AA-rated bond nor the seven-year A-rated bond defaults?
A sequence of zero mean unit variance independent random variables- Find the covariance (correlation) matrix of the Yn.
1. According to Markov Analysis and Forecasting describe the internal labor market of the company in terms of job stability, promotion paths and rates, transfer paths and rates, demotion paths and rates, and turnover rates?
Use Markov's inequality to find an upper bound on the probability of having more than 200 cars arrive in an hour.
HI6007 Group Assignment. Develop estimated regression equations, first using annual income as the in- dependent variable and then using household size
Medical researchers interested in determining the relative effectiveness of two different drug treatments on people with a chronic mental illness established two independent test groups.
Find the height such that about 25% of college women are shorter than that height. What is the percentile ranking for that height?
brief discussion telling why you chose this particular data set to study. As in discussion two, I am hoping that you will choose data that has some relevance to your life.
Suppose Ho: px = py isbeingtested agrunst H1:Px *py oo the basis of two independent sets of 100 Bernoulli trials. If x , the number of successes in the first set, is 60 and y , the number of successes in the second set, is 48, what P-value would b..
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