Eine geometrische Folge beginnt mit 2 und jeder Term ist das Dreifache des vorherigen Terms. Was ist der 5. Term?

Mon, 04 May 2026 19:05:48 +0000

**Why Everyone’s Talking About a Geometric Sequence That Triples Each Step** For many curious learners across the U.S., math puzzles and patterns—especially geometric sequences—are more than abstract concepts. They’re tools for understanding growth, risk, and data trends. Recently, a specific sequence has sparked quiet buzz: one that starts with 2, where each term multiplies by three. Users naturally wonder, “What’s the fifth term?” Interestingly, this isn’t just a classroom question—it reflects a broader curiosity about exponential growth in real life. Eine geometrische Folge beginnt mit 2 und jeder Term ist das Dreifache des vorherigen Terms. Was ist der 5. Term? This pattern forms when a starting number is multiplied repeatedly by a fixed ratio—here, 3. The sequence unfolds clearly: 2 → 6 → 18 → 54 → 162. The fifth term reaches **162**. What’s fueling this interest in geometric progressions, especially sequences like this one? One reason is the increasing visibility of exponential growth in real-world contexts—from digital platforms and investment returns to viral content and population data. Because this model accurately captures rapid, on-point escalation, people naturally apply it mentally to trends and decisions.