5Question: A geneticist is analyzing a DNA segment with 10 base pairs. How many ways can they select 3 base pairs such that no two are adjacent?

Sun, 03 May 2026 22:09:27 +0000

**5Question: A geneticist is analyzing a DNA segment with 10 base pairs. How many ways can they select 3 base pairs such that no two are adjacent?** As DNA research accelerates in the digital age, questions about gene structure and precision in genetic analysis are becoming common among curious learners and emerging professionals. One fascinating puzzle combining biology and combinatorics asks: *How many ways can a geneticist select 3 base pairs from a segment of 10, without any two being adjacent?* This isn’t just an abstract math problem—it reflects a real-world challenge in genomics where spacing and positioning matter for accurate sequencing and analysis. **Why This Question Is Gaining Momentum** In an era where personalized medicine and genetic testing are on the rise, understanding the structural constraints of DNA is increasingly relevant. The discovery-focused community is exploring how spatial arrangements within DNA segments influence function and research outcomes. The puzzle of selecting non-adjacent base pairs aligns with growing public and professional interest in genomics, especially as tools become more accessible through direct-to-consumer and scientific platforms. This combinatorial question resonates with users searching for precise, real-world applications of math in science—making it highly discoverable in the US market.