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28 Feb 2022, 07:15
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E
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
45%
(medium)
Question Stats:
71% (01:46) correct
29%
(01:28)
wrong
based on 160
sessions
History
Date
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The number x of cars sold each week varies with the price y in dollars according to the equation x = 800,000 – 50y. What would be the total weekly revenue, in dollars, from the sale of cars priced at $ 15,000?
A. 50,000
B. 750,000
C. 850,000
D. 7,500,000
E. 750,000,000
A. 50,000
B. 750,000
C. 850,000
D. 7,500,000
E. 750,000,000
28 Feb 2022, 07:38
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Bunuel
The number x of cars sold each week varies with the price y in dollars according to the equation x = 800,000 – 50y. What would be the total weekly revenue, in dollars, from the sale of cars priced at $ 15,000?
A. 50,000
B. 750,000
C. 850,000
D. 7,500,000
E. 750,000,000
A. 50,000
B. 750,000
C. 850,000
D. 7,500,000
E. 750,000,000
x = 800,000 – 50y
price, y = 15000
x = 800,000 – 50*(15000) = 50000 (number of cars sold)
i.e. Revenue = Price*Number of cars = 15,000*50,000 = 750,000,000
Answer: Option E
28 Feb 2022, 08:40
Kudos
Bookmarks
Bunuel
The number x of cars sold each week varies with the price y in dollars according to the equation x = 800,000 – 50y. What would be the total weekly revenue, in dollars, from the sale of cars priced at $ 15,000?
A. 50,000
B. 750,000
C. 850,000
D. 7,500,000
E. 750,000,000
A. 50,000
B. 750,000
C. 850,000
D. 7,500,000
E. 750,000,000
\(x = 800,000 – 50y\)
Now, \(x = 800,000 – 50*15000\)
Or, \(x = 50000\)
Thus, Total Revenue will be \(50000*15,000 = 750,000,000\), Answer will be (E)
