If a geometric sequence starts with 3 and has a common ratio of 2, what is the 5th term?

Sun, 03 May 2026 05:13:05 +0000

**Why the Geometric Sequence Starting with 3 and a Common Ratio of 2 Keeps Growing in Popularity** Curious minds across the U.S. are increasingly drawn to patterns and sequences hidden in math—ones that reveal logical structure and predictability. One such sequence, starting with 3 and multiplying by a common ratio of 2, quietly fascinates those exploring numbers, coding, finance, and game design. Asking “What is the 5th term in a geometric sequence starting with 3 and a common ratio of 2?” might seem elementary, but it reflects a deeper interest in how mathematical rules govern data, growth, and automation—core themes shaping modern digital life. As more people engage with STEM-based curiosity, this simple sequence reveals its relevance in real-world applications, making it a thoughtfully compelling topic for inquiry. **Why This Sequence Is Gaining Attention in the U.S.** In a digital era driven by algorithmic precision, automated systems, and data modeling, geometric sequences offer clarity in complexity. The pattern “3, 6, 12, 24, 48…” unfolds through repeated multiplication, demonstrating how exponential growth unfolds in fields like investment returns, digital marketing scalability, and software design. The answer—44 in this case—serves not just as a math fact, but a gateway to understanding growth dynamics. Educators, students, and professionals alike are leveraging such sequences to model real-world trends, from compound interest calculations to resource scaling in startups. Social media and educational platforms highlight this pattern as part of a broader trend in numeric literacy, signaling rising curiosity and demand for foundational knowledge that supports informed decision-making.