Fri, 17 Apr 2026 11:05:58 +0000

Use Exponential Growth: Final Biomass = Initial × (1 + r)^t — The Key to Predicting Population and Ecosystem Expansion Understanding how populations grow over time is fundamental in biology, ecology, economics, and resource management. One of the most powerful mathematical tools for modeling exponential growth in biological systems is the equation: > Final Biomass = Initial × (1 + r)^t This formula captures the rapid, accelerating growth of organisms or populations under ideal conditions, and it’s essential for forecasting ecological dynamics, managing resources, and studying evolutionary trends. In this article, we’ll explore how exponential growth works, why this equation matters, and its real-world applications.