PrepTest 78, Game 2, Question 10
Summary
The content provides a detailed strategy for solving a specific GRE logic game question, focusing on the implications of excluding a variable (Y) from a project assignment and how this affects the placement of other variables based on given rules.
- Introduces a local question scenario where Y is not assigned to the project, prompting the need for a new diagram.
- Discusses two approaches to solving the problem: direct answer visualization and inference making, recommending the latter for efficiency.
- Highlights a key inference that if Y is out, then R must be in, leading to a specific arrangement of other variables (O, M, T, L) based on the rules.
- Explains the process of elimination through the answer choices, demonstrating why each one does or does not work based on the rules and the initial condition of Y being out.
- Concludes that the correct answer is E, where L is assigned to 1924, after systematically disproving the other options through logical deduction and rule application.
Chapters
00:00
Introduction to the Local Question
00:45
Inference Making Strategy
02:26
Systematic Answer Elimination
