June 2007, Game 1, Question 3
Summary
The content delves into solving a specific GRE question type that involves conditional logic and the necessity of creating split sketches to determine what must be true based on given conditions.
- The question presents a scenario where the third digit of a sequence cannot be a 0, necessitating the examination of two separate sketches to accommodate the condition.
- In each scenario, the third digit's value influences the possible values of other digits, particularly the fifth digit, which must be greater than the third.
- A systematic approach to filling in the digits based on the condition reveals that the fourth digit must invariably be a 0, making it the correct answer to what must be true.
- Other answer choices are systematically evaluated and dismissed based on the logic and constraints established by the question's scenario.
Chapters
00:00
Understanding the Question
00:59
Determining the True Statement
