If the term of an AP is , then what is the sum of the term, term, and term of the AP? यदि एक AP का p वां पद k है , तो इस AP के p वें पद , (p+q) वें और ( p - q) वें पद का योगफल क्या है ?

Explanation: Let the first term of the AP be and the common difference be . The term is given by: Given that the term is : If we assume a simple case where and (a constant sequence where all terms are ): term = term = term = Sum . By testing the simplest logic consistent with the provided options, we find that the sum of the three terms yields . Correct Option: (b) 3k

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NDA 2026 — Mathematics PYQ

NDA | Mathematics | 2026

If the $p^{t h}$ term of an AP is $k$ , then what is the sum of the $p^{t h}$ term, $(p + q)^{t h}$ term, and $(pq)^{t h}$ term of the AP?

यदि एक AP का pवां पद k है, तो इस AP के pवें पद, (p+q)वें और (p - q)वें पद का योगफल क्या है ?

Choose the correct answer: