Who belongs to Jaipur?
This logic puzzle requires us to assign each of the seven friends (P, Q, R, S, T, U, V) to one of the seven cities (Shimla, Manali, Agra, Jaipur, Goa, Guwahati, Darjeeling) based on the given clues.
We start by listing the direct assignments and constraints:
Let's use a table to track the assignments and remaining possibilities:
| Friend | City Assigned | Notes/Constraints |
|---|---|---|
| T | Darjeeling | Given |
| S | Manali | Given |
| V | Shimla | Given |
| Q | Agra | Given |
| P | ? | Cannot be Goa. Needs assignment. |
| R | ? | Either Guwahati or remaining city. |
| U | ? | Either Guwahati or remaining city. |
The cities already assigned are Darjeeling, Manali, Shimla, and Agra. The remaining cities are Jaipur, Goa, and Guwahati.
The friends without assigned cities are P, R, and U.
We know that one of R or U must be in Guwahati. This leaves two possibilities for the assignments of P, R, and U to Jaipur, Goa, and Guwahati:
If R is in Guwahati, then U cannot be in Guwahati. The remaining cities for P and U are Jaipur and Goa.
Since P cannot be in Goa, P must be assigned to Jaipur.
This leaves U to be assigned to Goa.
Assignments in Case 1: P=Jaipur, Q=Agra, R=Guwahati, S=Manali, T=Darjeeling, U=Goa, V=Shimla.
If U is in Guwahati, then R cannot be in Guwahati. The remaining cities for P and R are Jaipur and Goa.
Again, since P cannot be in Goa, P must be assigned to Jaipur.
This leaves R to be assigned to Goa.
Assignments in Case 2: P=Jaipur, Q=Agra, R=Goa, S=Manali, T=Darjeeling, U=Guwahati, V=Shimla.
In both possible scenarios derived from the clues, P is assigned to Jaipur. Therefore, P belongs to Jaipur.
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