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09 Apr 2026, 19:00
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A
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Difficulty:
35%
(medium)
Question Stats:
61% (01:29) correct
39%
(01:44)
wrong
based on 61
sessions
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A local arts center hosted a weekend illustration workshop. A community college club reserved spots for its members and paid a one-time reservation fee. If each registration cost $24.50, did the club purchase fewer than 14 registrations?
(1) The club’s total payment, including the one-time reservation fee, was $342.
(2) The one-time reservation fee was $18.
(1) The club’s total payment, including the one-time reservation fee, was $342.
(2) The one-time reservation fee was $18.
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16 Apr 2026, 03:30
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GMAT Club Official Solution:
A local arts center hosted a weekend illustration workshop. A community college club reserved spots for its members and paid a one-time reservation fee. If each registration cost $24.50, did the club purchase fewer than 14 registrations?
We need to determine whether the club purchased fewer than 14 registrations. Since each registration cost $24.50, the cost of 14 registrations would be 14 * 24.50 = 343.
(1) The club’s total payment, including the one-time reservation fee, was $342.
This total includes both the registration cost and the reservation fee. Since 342 is already less than 343, even the entire payment was less than the cost of 14 registrations alone. Therefore, the club must have purchased fewer than 14 registrations. Sufficient.
(2) The one-time reservation fee was $18.
This tells us only the fixed fee. It does not tell us the total amount paid, so we cannot determine how many registrations the club purchased. Not sufficient.
Answer: A
A local arts center hosted a weekend illustration workshop. A community college club reserved spots for its members and paid a one-time reservation fee. If each registration cost $24.50, did the club purchase fewer than 14 registrations?
We need to determine whether the club purchased fewer than 14 registrations. Since each registration cost $24.50, the cost of 14 registrations would be 14 * 24.50 = 343.
(1) The club’s total payment, including the one-time reservation fee, was $342.
This total includes both the registration cost and the reservation fee. Since 342 is already less than 343, even the entire payment was less than the cost of 14 registrations alone. Therefore, the club must have purchased fewer than 14 registrations. Sufficient.
(2) The one-time reservation fee was $18.
This tells us only the fixed fee. It does not tell us the total amount paid, so we cannot determine how many registrations the club purchased. Not sufficient.
Answer: A
General Discussion
09 Apr 2026, 22:21
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All DS problems are to be solved using the critical points as the base.
Statement 1:
Total = 342.
Take 24.5*14 = 343 [This is the minimum amount if they have exactly 14 members]
Since 14 members cost more than 342, number of members have to be less than 14.
SUFFICIENT.
Statement 2:
Knowing just the one-time keeps no restrictions on the registration net cost.
INSUFFICIENT.
Answer: Option A
Statement 1:
Total = 342.
Take 24.5*14 = 343 [This is the minimum amount if they have exactly 14 members]
Since 14 members cost more than 342, number of members have to be less than 14.
SUFFICIENT.
Statement 2:
Knowing just the one-time keeps no restrictions on the registration net cost.
INSUFFICIENT.
Answer: Option A
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