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Two professors, a macroeconomist and an econometrician, are driving south to visit their friend in Princeton. Neither of them knows precisely how to get there. They arrive at a two-way intersection, and they have to decide which of roads A or B to take. Only one of these two roads leads to Princeton, while the other would take them to Pennsylvania (and of course there is no road signal indicating the direction to Princeton). If the macroeconomist was to decide which road to take, he would choose the correct one with probability p. If the econometrician was to decide, she would choose the correct one with probability q. Consider two strategies the couple could follow: (i) Randomly choose one of them (probability 1/2 for each) and let that person decide which road to follow; or (ii) Have them both think about what road should be taken and then either take the road that they both think is correct if they agree or, if they disagree, ‡flip a fair coin to determine which road to take. QUESTION: Which of these strategies is better for the professors and why? How does you answer depend on p and q?
question 1a the x and y components of fluid velocity in a two-dimensional flow field are ux and v -y respectivelyi
Formulate an integer programming model, and solve it using EXCEL.
The company wants to perform a hypothesis testing. Which of the following are the right hypotheses and what is the α-risk associated with the x' chart?
As a rule of thumb a line is considered as a transmission line if the length of the line is greater than one-sixteenth of the wavelength of the electromagnetic wave. Based on this rule of thumb
This variable represents the number of machine breakdowns during a day, based on this simulation run, what is the average number of breakdowns per day?
odds ratio odds ratio or is sometimes reported instead of relative risk. this normally gives the odds or likelihood of
SPC is one of a number of tools which can be used to improve manufacturing quality standards - Outline two techniques which can be used to decide where to put SPC effort most effectively.
ltbrgtas of last year only 20 of the employees in an organization used public transportation to commute to and from
1. in this exercise we will be building regression models for predicting house prices. we will be using data collected
Build a regression model
Regression and Correlation Methods: Correlation, ANOVA, and Least Squares - Calculate a one-way ANOVA to test the null hypothesis that the mean of each group is the same.
When Susan and Jessica play a card game, susan wins 60% of the time. if they play 9 games, what is the probability that jessica will have won more games than susan?
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