On one production line in a small custom chip factory, marginal costs decrease rapidly as more chips are made. A limitation to keep in mind is that fewer than 400 chips can be made in a day. The marginal cost of making ä chips in a day is thought to be C'(x) = 20 √1+0.04.x Given that C(200) = 2100, your first job is to compute the fixed costs. The fixed costs are

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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On one production line in a small custom chip factory, marginal costs decrease rapidly as
more chips are made. A limitation to keep in mind is that fewer than 400 chips can be
made in a day. The marginal cost of making a chips in a day is thought to be
X
C'(x)
20
√1 +0.04x
Given that C(200) = 2100, your first job is to compute the fixed costs.
The fixed costs are
Now suppose you can sell each chip for 20 dollars. The profit for making and selling 200
chips in this scenario would be
Transcribed Image Text:On one production line in a small custom chip factory, marginal costs decrease rapidly as more chips are made. A limitation to keep in mind is that fewer than 400 chips can be made in a day. The marginal cost of making a chips in a day is thought to be X C'(x) 20 √1 +0.04x Given that C(200) = 2100, your first job is to compute the fixed costs. The fixed costs are Now suppose you can sell each chip for 20 dollars. The profit for making and selling 200 chips in this scenario would be
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