Question
Question 49, 2.3.73 Part 2 of 4 112 points Points: 0 of 2 Save Experts fear that without conservation efforts, an endangered species could disappear from the wild by 2022. Just one hundred years ago, there were at least 100,000 of this endangered species. By 2010, the estimated world population of this endangered species was 5300 . The bar graph shows the estimated world population of this endangered species for selected years from 1970 through 2010. Also shown is a polynomial function, with its graph, that models the data. Use this information to complete parts a through c . Click the icon to view the bar graph and the graph of the polynomial function. a. Find and interpret \( f(40) \). In the year 2010, the polynomial estimates the population of this species to be 5,260 . (Round to the nearest integer as needed.) Identify this information as a point on the graph of \( f \). \( \square \) (Type an ordered pair. Do not use commas in the individual coordinates.)
Ask by Warner Murray. in the United States
Feb 03,2025
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**(40, 5260)**
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To find and interpret \( f(40) \), you’re looking for the population of the endangered species in the year 2010, which is 40 years after 1970. In the context of the polynomial function, \( f(40) \) represents the estimated population at that time. If the model predicts a population of 5,260, you can express this point as an ordered pair on the graph: \( (40, 5260) \). Remember, each point on the graph gives you a snapshot of the species' population at a specific year since 1970! Keeping track of these values can highlight the trends and urgency in conservation efforts.
