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16 Feb 2023, 02:02
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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:
35%
(medium)
Question Stats:
74% (01:50) correct
26%
(01:34)
wrong
based on 98
sessions
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Date
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Not Attempted Yet
When booked, a vacation rental rents for x dollars per week for 16 weeks in the winter, 1.5x dollars per week for 20 week during the spring and fall, and 2x dollars per week 16 weeks in the summer. How much revenue did the rental generate last year ?
(1) The rental was booked for 46 weeks last year.
(2) If booked for the whole winter, the rental can generate $16,000 in revenue.
(1) The rental was booked for 46 weeks last year.
(2) If booked for the whole winter, the rental can generate $16,000 in revenue.
16 Feb 2023, 10:53
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Bunuel
When booked, a vacation rental rents for x dollars per week for 16 weeks in the winter, 1.5x dollars per week for 20 week during the spring and fall, and 2x dollars per week 16 weeks in the summer. How much revenue did the rental generate last year ?
(1) The rental was booked for 46 weeks last year.
(2) If booked for the whole winter, the rental can generate $16,000 in revenue.
(1) The rental was booked for 46 weeks last year.
(2) If booked for the whole winter, the rental can generate $16,000 in revenue.
Statement 1
(1) The rental was booked for 46 weeks last year.
The price per week is not known, also as the price is variable we also need information on the season when the rental was booked.
As both the information is not available, we we can eliminate A and D
Statement 2
(2) If booked for the whole winter, the rental can generate $16,000 in revenue.[/quote]
16* price per week = $16,000
price per week = $1,000
No information on the number of weeks. Eliminate B.
Combined
The statements combined is insufficient as well as we don't know on which weeks was the rental was booked.
Option E
25 Jun 2025, 09:50
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B seems to be a logical choice here. If the question states 16 weeks in the winter, 20 weeks in the spring and fall, and 16 weeks in the summer, then the whole of winter in S2, makes complete sense with 16 weeks into consideration, since adding all the weeks, we get 52 weeks ~ 1 year. In this case B does look correct.
