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 Assignment 4: Cultural Information Paper Due in Week 10 and worth 300 points Your new employee is going to be moving overseas! Develop a cultural information paper that will help them understand how to make the transition. (NOTE: You are able to choose any country–please make sure the county of choice is logical for the position.) Include in this paper:  a short introduction to the country,  the local customs,  what to expect, and  a list of what is needed to work in the country. o For example: Certain countries require a work visa. Include the requirements for the work visa. Include country-specific information needed to live and work in that country such as:  transportation availability,  housing costs,  union influence,  work week,  typical vacation time, and  anything specific to the country we would not experience in the US. o For example: Some countries the children wear uniforms and go to school all year This paper should be 6-8 pages. NOTE: The position moving overseas is the job in your description from Week 3. Find creative ways to incorporate your work from that assignment into this one. Your assignment must follow these formatting requirements:  Be typed, double spaced, using Times New Roman font (size 12), with one-inch margins on all sides; citations and references must follow APA or school-specific format. Check with your professor for any additional instructions.  Include a cover page containing the title of the assignment, the student’s name, the professor’s name, the course title, and the date. The cover page and the reference page are not included in the required assignment page length. 

Points: 300 Assignment 4: Cultural Information Paper Criteria Unacceptable Below 70% F Fair 70-79% C Proficient 80-89% B Exemplary 90-100% A 1. Provides an introduction to the country and customs, and what to expect there Weight: 20% Did not submit or incompletely discussed an introduction to the country and customs, and what to expect there. Partially discussed an introduction to the country and customs, and what to expect there. Satisfactorily discussed an introduction to the country and customs, and what to expect there. Thoroughly discussed an introduction to the country and customs, and what to expect there.  

 

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Assignment 04

BZ460 Project Management

Directions:   ( see attachment) Unless otherwise stated, answer in complete sentences, and be sure to use correct English spelling and grammar. Sources must be cited in APA format. Refer to the “Assignment Format” page for specific format requirements.

Calculate the ES, EF, LS, and LF times and the slack for each activity in the figure below and identify the critical path for the project. Can the project be completed in 40 weeks? Assume that Activity A actually finished at 3 weeks, Activity B actually finished at 12 weeks, and Activity C actually finished at 13 weeks. Recalculate the expected project completion time. Which activities would you focus on in order to get the project back on schedule?

 

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Here are basic steps of ANOVA:

Compute variance in each group/sample, if not given.

Compute Mean of all variations from each sample. Consider all sample variances as a new set of data,let’s call it set of variances, and compute mean for this numbers.That will be Mean Square Error (MSE) in Lane terminology.

Compute Variance for the set of numbers that represent each sample variance. For Mean of this set use MSE calculated above. Multiply result by number of samples/group.That will be Mean Square Between (MSB) in Lane terminology.

compute F-value as MSB divided by MSE.

Define degree of freedom df1 and df2.Let’s say you have k groups/samples and each sample has n observations/elements. df1 = (number of samples) – 1 = k – 1df2 = (number of samples) × (each sample size – 1) = k(n – 1)

Use Excel Statistics function F.DIST.RT(x, df1, df2) to determine P-value. It will give you the area of Right Tail (RT) in ANOVA F-Distribution.

compare P-value to the given significance level:

if p-value is less than given significance level (typically 0.05)then reject Null Hypothesis;if p-value is greater than given significance level (typically 0.05)then do not reject Null Hypothesis.

Group 1

Group 2Group 3Group 466746965687161625967696572827368467661

64

 

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1. Granite State Airlines serves the route between New York and Portsmouth, NH, with a single-flightdaily 100-seat aircraft. The one-way fare for discount tickets is $100, and the one-way fare for full-fare tickets is $150. Discount tickets can be booked up until one week in advance, and all discount passengers book before all full-fare passengers. Over a long history of observation, the airline estimates that full-fare demand is normally distributed, with a mean of 56 passengers and a standard deviation of 23, while discount-fare demand is normally distributed, with a mean of 88 passengers and a standard deviation of 44. a. A consultant tells the airline they can maximize expected revenue by optimizing the booking limit. What is the optimal booking limit? b. The airline has been setting a booking limit of 44 on discount demand, to preserve 56 seats for full-fare demand. What is their expected revenue per flight under this policy? (Hint: Use a spreadsheet.) c. What is the expected gain from the optimal booking limit over the original booking limit? d. A low-fare competitor enters the market and Granite State Airlines sees its discount demand drop to 44 passengers per flight, with a standard-deviation of 30. Full-fare demand is unchanged. What is the new optimal booking limit? 

Problem Set: DSME 6652 Operations Analytics 1. Granite State Airlines serves the route between New York and Portsmouth, NH, with a single-flight-daily 100-seat aircraft. The one-way fare for discount tickets is $100, and the one-way fare for full-faretickets is $150. Discount tickets can be booked up until one week in advance, and all discountpassengers book before all full-fare passengers. Over a long history of observation, the airline estimatesthat full-fare demand is normally distributed, with a mean of 56 passengers and a standard deviation of 23,while discount-fare demand is normally distributed, with a mean of 88 passengers and a standarddeviation of 44. a. A consultant tells the airline they can maximize expected revenue by optimizing the booking limit. Whatis the optimal booking limit? b. The airline has been setting a booking limit of 44 on disoount demand. to preserve 56 seats for full-faredemand. What is their expected revenue per flight under this policy? (Hint: Use a spreadsheet.) c. What is the expected gain from the optimal booking limit over the original booking limit? d. A low-fare competitor enters the market and Granite State Airlines sees its discount demand drop to 44passengers per flight, with a standard-deviation of 30. Full-fare demand is unchanged. What is the new optimal booking limit?

 

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