The total number of people, in thousands, age 65 years old and over who were below the poverty level can be modeled by N(t) - -59(t - 12)? + 3890 where N(t) represents the total number of people 65 years old and over in the United States who were below the poverty level, in thousands, t years since 1980.t (a) How many people 65 years old and over were below the poverty level in 2000? In 2000 there were people 65 years old and over below the poverty level. (b) When were there 1 million people 65 years old and over below the poverty level? (Hint: 1 million - 1000 thousand) According to this model, there were 1 million people 65 years old and over below the poverty level in the years |(smaller value) and (c) What is the vertex of this model, and what does it represent? In about there were people 65 years old and over below the poverty level. This was the maximum number of people around this

The total number of people, in thousands, age 65 years old and over who were below the poverty level can be modeled by N(t) - -59(t - 12)? + 3890 where N(t) represents the total number of people 65 years old and over in the United States who were below the poverty level, in thousands, t years since 1980.t (a) How many people 65 years old and over were below the poverty level in 2000? In 2000 there were people 65 years old and over below the poverty level. (b) When were there 1 million people 65 years old and over below the poverty level? (Hint: 1 million - 1000 thousand) According to this model, there were 1 million people 65 years old and over below the poverty level in the years |(smaller value) and (c) What is the vertex of this model, and what does it represent? In about there were people 65 years old and over below the poverty level. This was the maximum number of people around this

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Description: The total number of people, in thousands, age 65 years old and over who were below the poverty level can be modeled byN(t) = -59(t- 12) + 3890where N(t) represents the total number of people 65 years old and over in the United States who were below

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter9: Quadratic Functions And Equations

Section9.7: Solving Systems Of Linear And Quadratic Equations

Problem 3GP

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