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12 Feb 2018, 23:24
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C
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
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77% (02:32) correct
23%
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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) $4500
(B) $9000
(C) $13,500
(D) $15,500
(E) $27,000
(A) $4500
(B) $9000
(C) $13,500
(D) $15,500
(E) $27,000
13 Feb 2018, 00:52
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Bunuel
Since the average profit for a 8-hour shift from Sunday to Thursday is $600,
the total amount made during Friday and Saturday is 1.25*600 = $750.
Since there are three shifts in a day, the total number of shifts in the week
is 21, of which 6 shifts happen on Friday and Saturday.
Therefore, the total weekly profit from the Slot machine is \(15*$600 + 6*$750 = $9000 + $4500 = $13500\) (Option C)
15 Feb 2018, 00:50
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Bunuel
solu. each day for 5 days $600 and 25% greater on friday and saturday so 600*1/4=600= 720. Now machines work for whole 24 hrs so 24/8 means 3 shifts perday.
so total weekly profit= 600*5(days)*3(shifts)+ 720*2(days)*3(shifts)=600*15+720*6=13500 which is c option.
