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A slot machine in a Las Vegas casino has an average profit of $600 for each 8-hour shift for the five days Sunday through Thursday, inclusive. If the average per-shift profit on Friday and Saturday is 25% greater than on the other days of the week and the slot machine is in operation every hour of every day, what is the total weekly profit that the casino makes from the slot machine?
A. 4,500
B. 9,000
C. 13,500
D. 15,500
E. 27,000
Are You Up For the Challenge: 700 Level Questions
A. 4,500
B. 9,000
C. 13,500
D. 15,500
E. 27,000
Are You Up For the Challenge: 700 Level Questions
ananya3
Current Student
Joined: 05 Oct 2018
Last visit: 17 Dec 2022
Posts: 106
Given Kudos: 152
Location: India
Schools: Fuqua '24 Haas '24 ISB '23 Johnson '24 Kelley '24 Kenan-Flagler '24 McDonough '24 NUS Ross '24 Tepper '24 Tuck '24 Rotman '24 (A)
GMAT 1: 700 Q49 V36
GPA: 3.87
Schools: Fuqua '24 Haas '24 ISB '23 Johnson '24 Kelley '24 Kenan-Flagler '24 McDonough '24 NUS Ross '24 Tepper '24 Tuck '24 Rotman '24 (A)
GMAT 1: 700 Q49 V36
Posts: 106
10 Nov 2020, 12:17
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IMO C
for 5 days profit = 600 for each 8hr shift
for 2 days profit = 1.25 * 600 = 750 for each 8hr shift
machine works for all hours for of every day
=> we will have 3 sifts
=> profit = 600 * 5(days) * 3(shifts) + 750 * 2(days) * 3(shifts)
= 9000 + 4500
= 13500
C. 13,500
for 5 days profit = 600 for each 8hr shift
for 2 days profit = 1.25 * 600 = 750 for each 8hr shift
machine works for all hours for of every day
=> we will have 3 sifts
=> profit = 600 * 5(days) * 3(shifts) + 750 * 2(days) * 3(shifts)
= 9000 + 4500
= 13500
C. 13,500
10 Nov 2020, 18:11
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600$*15(5days*3shifts per day) + 600$*1.25*6(2days*3shifts per day)=13500$
Answer C
Answer C
