चिन्हांना खालीलप्रमाणे अर्थ दिलेले आहेत.
A → B म्हणजे B हा A च्या वायव्येला आहे.
A -• B म्हणजे B हा A च्या नैऋत्येला आहे.
A ↔ B म्हणजे B हा A च्या ईशान्येला आहे.
A •→ B म्हणजे B हा A च्या आग्नेयेला आहे.
जर T → Q; T -• S; R ↔ Q; T ↔ N; R •→ S आणि R-Q, R-S, T-Q, T-S, T-N ही अंतरे समान आहेत. P हा T, Q, S आणि R या पासून समान अंतरावर असेल तर सत्य पर्याय निवडा.

The correct answer is Option C (S is at the Southwest of N).

Key Points:
• Decoding the geometric relations:
• T → Q: Q is Northwest of T.
• T -• S: S is Southwest of T.
• R ↔ Q: Q is Northeast of R (so R is Southwest of Q).
• R •→ S: S is Southeast of R (so R is Northwest of S).
• Combining these: T, Q, R, S form a symmetric square/rhombus where Q is North, S is South, R is West, and T is East.
• P is equidistant from T, Q, S, and R, which means P is at the exact geometric centre of the square formed by Q, T, S, R.
• Now, T ↔ N means N is at the Northeast of T.
• Since T is in the Eastern position and N is Northeast of T, N lies far to the North-East quadrant.
• Looking back towards S (which is the southernmost vertex of the square), S is directly down and to the left (Southwest) relative to N.
• Therefore, 'S is at the Southwest of N' is definitively true (Option 3).
• Key Takeaway: Geometrical layout places N in the far Northeast and S at the southern corner, placing S at the Southwest of N.