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A country's census lists the population of the country as 260 million in 1990, 283 million in 2000, and 300 million in 2010. Fit a second-degree polynomial passing through these three points. (Let the year 2000 be x = 0, the year 2020 be x = 20, and let p(x) represent the population in millions.) P(x) = million Use this polynomial to predict the populations in 2020 and in 2030. million 2020 2030 million

A country's census lists the population of the country as 260 million in 1990, 283 million in 2000, and 300 million in 2010. Fit a second-degree polynomial passing through these three points. (Let the year 2000 be x = 0, the year 2020 be x = 20, and let p(x) represent the population in millions.) P(x) = million Use this polynomial to predict the populations in 2020 and in 2030. million 2020 2030 million

Advanced Engineering Mathematics
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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A country's census lists the population of the country as 260 million in 1990, 283 million in 2000, and 300 million in 2010. Fit a second-degree polynomial passing through these three points. (Let the year 2000 be x = 0, the year 2020 be x = = 20, and let p(x) represent the population in millions.) p(x) = million Use this polynomial to predict the populations in 2020 and in 2030. 2020 million 2030 million
Transcribed Image Text:A country's census lists the population of the country as 260 million in 1990, 283 million in 2000, and 300 million in 2010. Fit a second-degree polynomial passing through these three points. (Let the year 2000 be x = 0, the year 2020 be x = = 20, and let p(x) represent the population in millions.) p(x) = million Use this polynomial to predict the populations in 2020 and in 2030. 2020 million 2030 million
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