Only three people have exams between O and S. S has an exam on the last day of the week. Only one person has an exam between G and J. T has an exam immediately the day before M. R doesn't have an exam on Friday. J has an exam before G.
Who has an exam on Tuesday?
Exam Schedule Logic Puzzle: Tuesday Exam
This section provides a step-by-step solution to identify the person taking the exam on Tuesday based on the given constraints.
Exam Schedule Constraints
- The schedule spans Monday to Sunday for 7 individuals: G, J, M, O, R, S, T.
- S is scheduled for Sunday.
- Exactly three people have exams scheduled between O and S.
- Exactly one person has an exam between G and J.
- T has an exam the day immediately preceding M (TM).
- R's exam is not on Friday.
- J's exam occurs before G's exam.
Schedule Deduction Steps
- Fix S: S takes the exam on Sunday.
Schedule: _ _ _ _ _ _ S (Sun) - Place O: Since 3 people are between O and S (last day), O must be on Monday.
Schedule: O _ _ _ _ _ S (Mon-Sun) - Consider J _ G: J must be before G, with one person between them. Possible slots are (Tue, Thu), (Wed, Fri), or (Thu, Sat).
- Consider TM block: T and M must be in consecutive slots.
- Evaluate J _ G placements:
- Case 1: J (Tue), G (Thu). The person between them is on Wed. Remaining slots are Fri, Sat. The TM block fits perfectly here (T=Fri, M=Sat). R fills the Wed slot. Schedule: O, J, R, G, T, M, S. This satisfies R not on Friday.
- Case 2: J (Wed), G (Fri). Person between them is on Thu. Remaining slots are Tue, Sat. No consecutive slots for TM. Impossible.
- Case 3: J (Thu), G (Sat). Person between them is on Fri. Remaining slots are Tue, Wed. No consecutive slots for TM. Impossible.
- Final Schedule Confirmation: Case 1 is the only valid arrangement.
Weekly Exam Schedule
| Day | Person |
|---|---|
| Monday | O |
| Tuesday | J |
| Wednesday | R |
| Thursday | G |
| Friday | T |
| Saturday | M |
| Sunday | S |
Tuesday Exam Result
The established schedule shows that J has the exam on Tuesday.
Similar Questions
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