We are told that the number of units of weekly output of a product is Q(x) = 200x + 5x² where x is the number of workers on the assembly line. Currently, there are 81 workers on the assembly line. We want to find Q(82) – Q(81) to see the actual change in the weekly output. Q(82) – Q(81) = [200( 82 v ) + 5( 82 v )?] – [200(81) + 5(81)²] %3D X - 49,005 Thus, the actual change in output from the addition of one worker is an increase of X units per week.
We are told that the number of units of weekly output of a product is Q(x) = 200x + 5x² where x is the number of workers on the assembly line. Currently, there are 81 workers on the assembly line. We want to find Q(82) – Q(81) to see the actual change in the weekly output. Q(82) – Q(81) = [200( 82 v ) + 5( 82 v )?] – [200(81) + 5(81)²] %3D X - 49,005 Thus, the actual change in output from the addition of one worker is an increase of X units per week.
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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![We are told that the number of units of weekly output of a product is
Q(x) = 200x + 5x²
where x is the number of workers on the assembly line. Currently, there are 81 workers on the assembly line.
We want to find Q(82) – Q(81) to see the actual change in the weekly output.
Q(82) – Q(81) = [200( 82
v ) + 5( 82
v )?] – [200(81) + 5(81)²]
%3D
X - 49,005
Thus, the actual change in output from the addition of one worker is an increase of
X units
per week.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2d9cf50d-f1a6-480c-b106-05492d0ae910%2F2695c2b2-e0e7-4f9b-b515-c24337645ea9%2Fnya1jvbp.png&w=3840&q=75)
Transcribed Image Text:We are told that the number of units of weekly output of a product is
Q(x) = 200x + 5x²
where x is the number of workers on the assembly line. Currently, there are 81 workers on the assembly line.
We want to find Q(82) – Q(81) to see the actual change in the weekly output.
Q(82) – Q(81) = [200( 82
v ) + 5( 82
v )?] – [200(81) + 5(81)²]
%3D
X - 49,005
Thus, the actual change in output from the addition of one worker is an increase of
X units
per week.
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