logists found the population of two invasive fish species in a large lake was changing exponentially after the lake was first surveyed. Here are graphs showing the growth of each fish population after the survey began in years. Population A Population B Population 45000 aood 35000 30000 25000 20000- 15000 20000 1 2 3 4 time (years) Population 48000 45000 42000 39000 36000 33000 30000 27000- 24000- 21000 10000 15000 12000 9000 -6000- -3000- 1 2 time (years) 3 A. Which fish population was greater when the biologist first surveyed the lakes? Population A was greater than population 1. D. Which population has a Asymptote of y=1500. Population 1 Since B. What does the point (3, 27000) of Population B represent in this situation? Describe the point in the form of function notation. In 3 years the f(x)= population was 27,000. E. Describe the domain of each function. What does the domain mean in this situation? What are the restrictions of the domain the point is (0,1500) that arise from the context? Population A: C. What is the growth factor for each fish population? Population A: Population B: F. Describe the range of each function. What does the range mean in context of the situation? What are the restrictions of the range that arise from the context? Population A: Population B: Population B: