Exam 02 review

Prof. Maria Tackett

Apr 07, 2026

Announcements

  • Lab 07 due TODAY at 11:59pm

  • Project:

    • Preliminary analysis due TODAY

    • Presentations April 14 & 16

  • Exam 02 April 9 (in-class), April 9 - 11 (take-home)

    • Lecture recordings + practice questions available on website
  • Statistics experience due April 15

Exam 02

  • In-class (36 pts): 75 minutes during April 9 lecture

  • Take-home (14 pts): due April 11 at 11:59pm

  • Note from academic dean required to be excused from any part of the exam

Outline of in-class portion

  • Closed-book, closed-note.

  • Potential question types:

    • Multiple choice
    • Short answer (no more than 3 sentences)
    • Interpretation
    • Evaluate a response.
  • Analysis output included in the exam

  • Just need a pen or pencil. No calculator permitted on exam.

  • Don’t need to simplify responses (e.g., can leave the response as 3 + 2 instead of 5)

Outline of take-home portion

  • Released: April 9 after class

  • Due: April 11 at 11:59pm

  • Similar in format to a lab/ HW

    • Will receive exam questions in README of GitHub repo
  • Push work to GitHub and submit a PDF of responses to Gradescope

  • Ed Discussion will be read-only during exam

Tips for studying

  • Review exercises in AEs and assignments, asking “why” as you review your process and reasoning

    • e.g., Why do we include “holding all else constant” in interpretations?
  • Focus on understanding not memorization

  • Explain concepts / process to others

  • Ask questions in office hours, lab, Ed Discussion

  • Review prepare readings

  • Review lecture recordings, as needed (available until start of in-class exam)

Exam 02 content

Concepts from the first half of the semester continue to apply, but the exam will focus on new content since Exam 01.

  • Multicollinearity

  • Variable transformations

  • Model comparison

  • Cross validation

  • Probabilities, odds, odds ratios

  • Fitting and interpreting logistic models

  • Predicted probabilities and classification

  • ROC curve and AUC

  • Inference for logistic regression

  • Data science ethics (high level)

  • Causal inference (high level)

Application exercise