9. Hope's Pottery makes clay vases to sell at a local gallery. Hope has determined the following models for her monthly revenue and costs associated with making and selling these vases. R(v) = 155v C(v) = 5000+ 65v where R (v) represents the monthly revenue in dollars for selling u vases and C(v) represents the monthly costs in dollars for producing and selling v vases. a. Graph both functions on the same calculator screen. b. Determine the break-even point for Hope's Pottery. (The break-even point is when the revenue equals the costs.)

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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© CORBIS
9. Hope's Pottery makes clay vases to sell at a local gallery.
Hope has determined the following models for her
monthly revenue and costs associated with making and
selling these vases.
R(v) = 155v
C(v) = 5000+ 65v
where R (v) represents the monthly
revenue in dollars for selling u vases
and C(v) represents the monthly
costs in dollars for producing and
selling v vases.
a. Graph both functions on the same calculator screen.
b. Determine the break-even point for Hope's Pottery.
(The break-even point is when the revenue equals
the costs.)
Transcribed Image Text:© CORBIS 9. Hope's Pottery makes clay vases to sell at a local gallery. Hope has determined the following models for her monthly revenue and costs associated with making and selling these vases. R(v) = 155v C(v) = 5000+ 65v where R (v) represents the monthly revenue in dollars for selling u vases and C(v) represents the monthly costs in dollars for producing and selling v vases. a. Graph both functions on the same calculator screen. b. Determine the break-even point for Hope's Pottery. (The break-even point is when the revenue equals the costs.)
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