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23 Jun 2021, 04:00
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D
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:
78% (02:05) correct
22%
(01:54)
wrong
based on 55
sessions
History
Date
Time
Result
Not Attempted Yet
The tax Jim paid on a shipment of Cognac brandy bottles was $1 for the first bottle and $5 for each additional bottle in the shipment. Were there more than 20 bottles of brandy in the shipment?
(1) The total amount of tax Jim paid for the bottles in the shipment was more than $120.
(2) The average (arithmetic mean) tax Jim paid per bottle in the shipment was $4.84.
(1) The total amount of tax Jim paid for the bottles in the shipment was more than $120.
(2) The average (arithmetic mean) tax Jim paid per bottle in the shipment was $4.84.
23 Jun 2021, 06:13
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Explanation:
St1: as Tax was more than 120$
So bottles are greater than 20
Sufficient
St2: average tax paid is 4.84$
So if there are 20 bottles, average tax is 4.80$. So Number of bottles are more than 20.
Sufficient
IMO-D
Posted from my mobile device
St1: as Tax was more than 120$
So bottles are greater than 20
Sufficient
St2: average tax paid is 4.84$
So if there are 20 bottles, average tax is 4.80$. So Number of bottles are more than 20.
Sufficient
IMO-D
Posted from my mobile device
23 Jun 2021, 06:46
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If Jim buys exactly 20 bottles, he pays $1 on the first bottle, and $5 on the other 19 bottles, so he pays $96 in tax. He'd only spend more than that if he bought more than 20 bottles. So Statement 1 is sufficient.
The average tax paid per bottle will get closer and closer to $5 the more bottles Jim buys, so if we know the exact average tax he paid per bottle, we can find exactly how many bottles he bought, and Statement 2 is sufficient. So the answer is D.
The average tax paid per bottle will get closer and closer to $5 the more bottles Jim buys, so if we know the exact average tax he paid per bottle, we can find exactly how many bottles he bought, and Statement 2 is sufficient. So the answer is D.
