A printing shop has the following price structure for copying orders: 1 – 100 pages at a cost per page of $0.08 101 – 1000 pages at a cost per page of $0.05 1001 – 10000 10001 or more pages at a cost per page of $0.02 - - pages at a cost per page of $0.04 (a) Write a piecewise defined function C to represent the total cost of an order based on the number of pages X . if 1 10001 .05x+3 C(x): .04x+23 The submission, .04x+23, is incorrect. The submission, , is incorrect.

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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What is the total cost of printing 18925 pages? Enter an exact anwer only, do not approximate.
Transcribed Image Text:What is the total cost of printing 18925 pages? Enter an exact anwer only, do not approximate.
A printing shop has the following price structure for copying orders:
1 – 100 pages at a cost per page of $0.08
101 – 1000 pages at a cost per page of $0.05
1001 – 10000
10001
pages at a cost per page of D0.04
or more pages at a cost per page of 0.02
(a) Write a piecewise defined function C to represent the total cost of an order based on the number of pages X .
if 1 < x < 100
if 101 < x < 1000
if 1001 < x < 10000
if x > 10001
.05x+3
C(x)
.04x+23
The submission, .04x+23, is incorrect.
The submission, , is incorrect.
Transcribed Image Text:A printing shop has the following price structure for copying orders: 1 – 100 pages at a cost per page of $0.08 101 – 1000 pages at a cost per page of $0.05 1001 – 10000 10001 pages at a cost per page of D0.04 or more pages at a cost per page of 0.02 (a) Write a piecewise defined function C to represent the total cost of an order based on the number of pages X . if 1 < x < 100 if 101 < x < 1000 if 1001 < x < 10000 if x > 10001 .05x+3 C(x) .04x+23 The submission, .04x+23, is incorrect. The submission, , is incorrect.
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