STA442/1008 Final Exam Information


Recent additions to this document are at the end in a section called Afterthoughts.

Time and Location

The final exam will be on Wednesday April 23d from 4-7 p.m. in the cafeteria of the South Building.

Format

The exam will be closed book. You should bring a calculator.

There are ten questions, worth 10 marks each. Most of the questions have more than one part. The questions are not equally difficult, and not equally time-consuming. The first 6 questions are non-computer; the questions on assignments and quizzes are a good indication of what to expect.

The last 4 questions are based on SAS output that will be provided to you. Again, the type of questions will be familiar from the assignments and quizzes. More information about the SAS part is given below.

Coverage

The final exam is cumulative, and you are responsible for the text as well as lectures. However, I did not actually look at the text while making up the exam. I glanced over the assignments, handouts and quizzes. On the other hand, there was a lot of overlap between the text and lectures, so reading over the text should be valuable, especially to fill in gaps in your lecture notes.

Not all parts of the course are equally represented. Here are some details.

SAS

You will not be asked to write any SAS code on the final. There will be three new data sets, which are described below. To prepare for the final exam, familiarize yourself with the data sets and analyze them using methods from the course. Draw conclusions, and be ready to state them in plain, non-statistical language. You will not bring your printouts to the exam. Instead, you will get a copy of my printouts, and will answer questions based on that. The idea is that even if you do not do things exactly the same way I do, you will understand the output a lot better and faster if you have done it yourself.

If you do nothing else, at least familiarize yourself with the studies and variables (My SAS variable names are given, and I suggest you use them). The final exam does not include a description of the studies and variables. During the exam, Christine and I will answer questions about the data sets, but only if the answers are brief.

The Mantids Data

Mantids are insects, kind of like crickets or grasshoppers. When frightened, they emit loud noises that function as alarm calls. I believe they make the sounds by rubbing their hind legs together. The frequency (number of calls per minute) may indicate how alarmed the mantids are.

In this study, caged mantids (either Female or Male) were randomly assigned to be exposed to one of four predators (birds), and the number of alarm calls per minute was recorded. Each mantid was tested at three distances from the predator: 8 cm, 13 cm and 18 cm. The three distances were presented in different orders, but I am going to ignore order in the analysis I do.

There are three lines of data per case. The variables are

I might do three things with this data set; at most I will do two of the three.

  1. Two-factor multivariate ANOVA with three dependent variables, following up any significant multivariate tests with Bonferroni-corrected univariate tests.
  2. Univariate two-factor ANOVA on just one of the dependent variables, with contrasts and Scheffé follow-ups.
  3. Three-factor ANOVA with one of the factors within-cases, multivariate approach, any follow-ups Bonferroni and not Scheffé.

The Longitudinal IQ Data

IQ is short for "Intelligence Quotient." It is measured by various kinds of test. For all the tests, a score of 100 is considered average, while scores above 100 are above average and scores below 100 are below average. Whether IQ tests really measure intelligence is debatable and highly political. How much IQ is influenced by heredity as opposed to environment is also a question on which many people have strong opinions.

In the Longitudinal IQ Data, the IQs of adopted children were measured at ages 2, 4, 8 and 13. The birth mother's IQ was assessed at the time of adoption, and the adoptive mother's education (in years) was also recorded. The variables are:

I might do two things with these data (one or both)

  1. Multivariate regression with Bonferroni-corrected univariate follow-ups.
  2. One-factor within-cases analysis of covariance (covariance structure approach), following up with Bonferroni-corrected pairwise comparisons if indicated.

The Cartoon Data

In a test of how well people remember instructional materials, subjects of various educational levels were presented with training materials that were either in Black & White or in Colour. Their ability to recall the material was tested with both Cartoon and Realistic testing materials at two points in time -- immediately after training, and several weeks later. Scores on an IQ test (the Otis Mental Ability Test) were available for all subjects. The variables are

I'm going to do a four-factor analysis of covariance with proc mixed.

Not everything will be on the exam

In this section, I have suggested 6 SAS analyses. Only four of them will be on the exam.

Afterthoughts

  1. Added April 10th