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The function P(a)= -1.32a² +47.59a+ 4961.3 represents the population (in thousands) of residents in a certain country that are a years of age. (a) Identify the dependent and independent variables. (b) Evaluate P(50). Provide a verbal explanation of the meaning. (c) Evaluate P(0). Provide a verbal explanation of the meaning.

The function P(a)= -1.32a² +47.59a+ 4961.3 represents the population (in thousands) of residents in a certain country that are a years of age. (a) Identify the dependent and independent variables. (b) Evaluate P(50). Provide a verbal explanation of the meaning. (c) Evaluate P(0). Provide a verbal explanation of the meaning.

Algebra and Trigonometry (6th Edition)
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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The function P(a) = -1.32a² +47.59a+ 4961.3 represents the population (in thousands) of residents in a certain country that are a years of age. (a) Identify the dependent and independent variables. (b) Evaluate P(50). Provide a verbal explanation of the meaning. (c) Evaluate P(0). Provide a verbal explanation of the meaning. (a) The dependent variable is population and the independent variable is age. (b) Evaluate P(50). P(50) = thousand (Type an integer or a decimal.) v an example Textbook 119999 3184 Pearson Clear all Check answer 2:26
Transcribed Image Text:The function P(a) = -1.32a² +47.59a+ 4961.3 represents the population (in thousands) of residents in a certain country that are a years of age. (a) Identify the dependent and independent variables. (b) Evaluate P(50). Provide a verbal explanation of the meaning. (c) Evaluate P(0). Provide a verbal explanation of the meaning. (a) The dependent variable is population and the independent variable is age. (b) Evaluate P(50). P(50) = thousand (Type an integer or a decimal.) v an example Textbook 119999 3184 Pearson Clear all Check answer 2:26
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