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Disneyland, the fairytale experience

In recent years, several projects involving amusement parks have emerged worldwide, offering different entertainment experiences to tourists. Yet, this growing market is faced with changes in consumer behaviors. Innovative attractions are no longer sufficient to satisfy consumers’ expectations. That is why improving the customer experience is crucial to retaining actual customers and attracting new ones. Disney created its first amusement park in the 1960s. The company places the visitor at the center of its efforts. Thus, it is essential to understand the story behind Disneyland’s success as well as the challenges and how it adapts to new visitors’ needs by enhancing the customer experience through different strategies to satisfy its tier customers and improve their loyalty.

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In the Manufacturing database, the Value of Industrial Shipments has been recoded into four classifications (1–4) according to magnitude of value. Let this value be the independent variable with four levels of classifications. Compute a one-way ANOVA to determine whether there is any significant difference n classification of the Value of Industrial Shipments on the Number of Production Workers (dependent variable). Perform the same analysis using End-of-Year Inventories as the dependent v ariable. Now change the independent variable to Industry Group, of which there are 20, and perform first a one-way ANOVA using Number of Production Workers as the dependent variable and then a one-way ANOVA using End-of-Year Inventory as the dependent variable.

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Age and Politics Do people’s political philosophy tend to change with age? One technique we may use to answer this question is to see if the mean age of conservatives, moderates, and liberals differ. Go to the book’s website to obtain the data file SullivanStatsSurveyI using the file format of your choice for the version of the text you are using.

(a) State the null and alternative hypotheses.

(b) Verify that the requirements to use the one-way ANOVA procedure are satisfied. Normal probability plots indicate that the sample data come from normal populations.

(c) Are the mean ages for the three political philosophies different at the  level of significance?

(d) Draw boxplots of the ages of the three political philosophies to support the analytic results obtained in part (c).

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World Series Are the teams that play in the World Series evenly matched? To win a World Series, a team must win four games. If the teams are evenly matched, we would expect the number of games played in the World Series to follow the distribution shown in the first two columns of the following table. The third column represents the actual number of games played in each World Series from 1930 to 2014. Do the data support the distribution that would exist if the teams are evenly matched and the outcome of each game is independent? Use the  level of significance.

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