Cost Analysis In a recent year, the cost per ton, y, to build an oil tanker of x thousand deadweight tons was approximated by 220,000 C(x) = x + 475 for x > 0. (a) Find C(25), T(50), T(100), T(200), T(300), and C(400). (b) Find any asymptotes on (-0, 0). (c) Find any intercepts. (d) Graph y = C(x) over all x for which C(x) is positive.

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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Cost Analysis In a recent year, the cost per ton, y, to build an
oil tanker of x thousand deadweight tons was approximated by
220,000
C(x) =
x + 475
for x > 0.
(a) Find C(25), T(50), T(100), T(200), T(300), and C(400).
(b) Find any asymptotes on (-0, 0).
(c) Find any intercepts.
(d) Graph y = C(x) over all x for which C(x) is positive.
Transcribed Image Text:Cost Analysis In a recent year, the cost per ton, y, to build an oil tanker of x thousand deadweight tons was approximated by 220,000 C(x) = x + 475 for x > 0. (a) Find C(25), T(50), T(100), T(200), T(300), and C(400). (b) Find any asymptotes on (-0, 0). (c) Find any intercepts. (d) Graph y = C(x) over all x for which C(x) is positive.
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