6. Quality Donuts has daily operating expenses of $650. It costs the shop $0.15 to produce each donut, and they sell donuts for $0.75 each. (a) x-number of dond Fixed $650 (b) Write a linear equation that models the daily expenses of Quality Donuts. Define any variables that appear in the equation. Curable Cost+Fiecar (²015x+650 Determine the daily expenses for Quality Donuts if the shop produces 2000 donuts. C=0.15x+650 -0.15 (2000) +650 - 300 +650 C-$950 Write a linear equation that models the daily sales revenue for Quality Donuts.

College Algebra
7th Edition
ISBN:9781305115545
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter1: Equations And Graphs
Section1.3: Lines
Problem 92E
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6. Quality Donuts has daily operating expenses of $650. It costs the shop $0.15 to produce each
donut, and they sell donuts for $0.75 each.
(a)
X-number of dens
Fixed cost-$650
Variable cost: 0.15, don't
(b)
(c)
(d)
(e)
(f)
Write a linear equation that models the daily expenses of Quality Donuts. Define any
variables that appear in the equation.
C variable Cost + fixed Cater
C³0.15x +650
(g)
x
Determine the daily expenses for Quality Donuts if the shop produces 2000 donuts.
C=0.15x + 650
-0.15 (2000) +650
= 300 +650
C-$950
Write a linear equation that models the daily sales revenue for Quality Donuts.
Selling P
Price
X=1000
15/donut
0.75(1000)
R$750
Ворх
Determine the revenue if Quality Donuts sells 1000 donuts.
B=0.75X
B-0.75x
Write a linear equation that models the daily(profit for Quality Donuts.
Profit function
P-R-C
P=0.75x-(0.15x+650)
0.75x-0.15X-650
P=0.6x-650
P=0.6
How many donuts must Quality Donuts sell each day to break even?
Suppose the owner of Quality Donuts wants to keep the daily costs under $1000. How
many donuts can the shop produce?
Transcribed Image Text:6. Quality Donuts has daily operating expenses of $650. It costs the shop $0.15 to produce each donut, and they sell donuts for $0.75 each. (a) X-number of dens Fixed cost-$650 Variable cost: 0.15, don't (b) (c) (d) (e) (f) Write a linear equation that models the daily expenses of Quality Donuts. Define any variables that appear in the equation. C variable Cost + fixed Cater C³0.15x +650 (g) x Determine the daily expenses for Quality Donuts if the shop produces 2000 donuts. C=0.15x + 650 -0.15 (2000) +650 = 300 +650 C-$950 Write a linear equation that models the daily sales revenue for Quality Donuts. Selling P Price X=1000 15/donut 0.75(1000) R$750 Ворх Determine the revenue if Quality Donuts sells 1000 donuts. B=0.75X B-0.75x Write a linear equation that models the daily(profit for Quality Donuts. Profit function P-R-C P=0.75x-(0.15x+650) 0.75x-0.15X-650 P=0.6x-650 P=0.6 How many donuts must Quality Donuts sell each day to break even? Suppose the owner of Quality Donuts wants to keep the daily costs under $1000. How many donuts can the shop produce?
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