As we noted in the chapter opener, exports fear that without conservation efforts, tigers could disappear from the wild by 2022. Just one hundred years ago, there were at least 100,000 wild tigers. By 2010, the estimated world tiger population was 3200. The bar graph shows the estimated world tiger population for selected years from 1970 through 2010. Also shown is a polynomial function, with its graph, that models the data. Use this information to solve Exercises 65 –68. a. Find and interpret f ( 40 ) . Identify this information as a point on the graph of f . b. Does f ( 40 ) overestimate or underestimate the actual data shown by the bar graph? By how much?
As we noted in the chapter opener, exports fear that without conservation efforts, tigers could disappear from the wild by 2022. Just one hundred years ago, there were at least 100,000 wild tigers. By 2010, the estimated world tiger population was 3200. The bar graph shows the estimated world tiger population for selected years from 1970 through 2010. Also shown is a polynomial function, with its graph, that models the data. Use this information to solve Exercises 65 –68. a. Find and interpret f ( 40 ) . Identify this information as a point on the graph of f . b. Does f ( 40 ) overestimate or underestimate the actual data shown by the bar graph? By how much?
Solution Summary: The author explains how to calculate the value of f(40) for the function, which models theestimated world tiger population from 1970 to 2010
As we noted in the chapter opener, exports fear that without conservation efforts, tigers could disappear from the wild by 2022. Just one hundred years ago, there were at least 100,000 wild tigers. By 2010, the estimated world tiger population was 3200. The bar graph shows the estimated world tiger population for selected years from 1970 through 2010. Also shown is a polynomial function, with its graph, that models the data. Use this information to solve
Exercises 65 –68.
a. Find and interpret
f
(
40
)
.
Identify this information as a point on the graph of f.
b. Does
f
(
40
)
overestimate or underestimate the actual data shown by the bar graph? By how much?
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