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A company producing computer components has established that, on average, a new employee can at assemble N(t) components per day after t days of on-the-job training, as given by N(t) = t+b for t > 0, where a = 117 and b = 11. Find lim N(t). Round to the nearest tenth (1 decimal place). Enter O if the limit does not exist. t→∞

A company producing computer components has established that, on average, a new employee can at assemble N(t) components per day after t days of on-the-job training, as given by N(t) = t+b for t > 0, where a = 117 and b = 11. Find lim N(t). Round to the nearest tenth (1 decimal place). Enter O if the limit does not exist. t→∞

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.5: Rational Functions
Problem 8E
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D Question 5 4 pts Employee Training A company producing computer components has established that, on average, a new employee can at assemble N(t) components per day after t days of on-the-job training, as given by N(t) t+ b for t > 0, where a = 117 and b = 11. Find lim N(t). Round to the nearest tenth (1 decimal place). Enter O if the limit does not exist.
Transcribed Image Text:D Question 5 4 pts Employee Training A company producing computer components has established that, on average, a new employee can at assemble N(t) components per day after t days of on-the-job training, as given by N(t) t+ b for t > 0, where a = 117 and b = 11. Find lim N(t). Round to the nearest tenth (1 decimal place). Enter O if the limit does not exist.
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