How to Solve Exponential Growth Functions | Jaguar Population Word Problem скачать в хорошем качестве

How to Solve Exponential Growth Functions | Jaguar Population Word Problem

Master exponential growth functions with this step-by-step math tutorial! In this video, we solve a common word problem involving a Jaguar population in a protected region. The Problem: The population of jaguars is modeled by the function: P(t) = 150(2)ᵗ/¹², where t is the number of years since the study began. We calculate how many years it will take for the initial population to quadruple. What you will learn: How to identify the initial population (t=0). Understanding the base and exponent in growth functions. How to solve for t when the population increases. Tips for SAT, ACT, and Algebra 2 math prep. 🕒 Chapters: 0:00 Introduction to the Jaguar Problem 0:24 Identifying the Initial Population 0:52 Calculating the Target Population (Quadrupled) 1:15 Solving the Exponential Equation for t 1:46 Final Answer and Summary If you found this helpful, please SUBSCRIBE for more math breakdowns! #MathTutorial #ExponentialGrowth #Algebra2 #SATPrep #wordproblems