Please provide the equation to model the problem According-to-one-mathematical-model, the-averagellife-expectancy-for American-men-born-in-1900-was-559years. Life expectancy-has-increased-by-about-0.2-year-for-eachbirth-year-after 1900. If-this-trend-continues, for-which-birth1year-will-the-average-life expectancy-be-73-years?1a)-Write-an-equation-to-model·the-problem.-Let-t-represent1the-number-of-years-after-1900. For-example, t=-12.would-representthe-year-1912.1Answer: t-.02x+?1b)-Solve-the-equation, then-answer-the-question-given-above.l(Note:You-are-asked for-a-year, not-a value-for-t1Answer: 1990

Answered: Image /qna-images/answer/4859c967-9806-49d1-93d0-46cd7cb94b57.jpg

According to-one-mathematical-model, the-average life-expectancy-for American-men-born-in-1900-was-551 years. Life-expectancy-has-increased-by-about-0.2-year-for-each birth-year-after-1900.-If-this-trend-continues,for-which-birth9 year will-the-average-life-expectancy-be-73-years?1 a)-Write-an-equation-to-model-the-problem.-Let-t-represent the-number-of-years-after-1900.-For-example, t= 12-would-represent the-year-1912.1 Answer: t-.02x+?1 b)-Solve-the-equation,-then-answer-the-question-given-above.1 (Note: You-are-asked-for-a-year, not-a value-for-t.1 Answer: 19901

According to-one-mathematical-model, the-average life-expectancy-for American-men-born-in-1900-was-551 years. Life-expectancy-has-increased-by-about-0.2-year-for-each birth-year-after-1900.-If-this-trend-continues,for-which-birth9 year will-the-average-life-expectancy-be-73-years?1 a)-Write-an-equation-to-model-the-problem.-Let-t-represent the-number-of-years-after-1900.-For-example, t= 12-would-represent the-year-1912.1 Answer: t-.02x+?1 b)-Solve-the-equation,-then-answer-the-question-given-above.1 (Note: You-are-asked-for-a-year, not-a value-for-t.1 Answer: 19901

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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Equations and Inequations

Equations and inequalities describe the relationship between two mathematical expressions.

Linear Functions

A linear function can just be a constant, or it can be the constant multiplied with the variable like x or y. If the variables are of the form, x2, x1/2 or y2 it is not linear. The exponent over the variables should always be 1.

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Please provide the equation to model the problem

According-to-one-mathematical-model, the-averagel
life-expectancy-for American-men-born-in-1900-was-559
years. Life expectancy-has-increased-by-about-0.2-year-for-each
birth-year-after 1900. If-this-trend-continues, for-which-birth1
year-will-the-average-life expectancy-be-73-years?1
a)-Write-an-equation-to-model·the-problem.-Let-t-represent1
the-number-of-years-after-1900. For-example, t=-12.would-represent
the-year-1912.1
Answer: t-.02x+?1
b)-Solve-the-equation, then-answer-the-question-given-above.l
(Note:You-are-asked for-a-year, not-a value-for-t1
Answer: 1990

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