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01 Jul 2025, 08:00
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B
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
55%
(hard)
Question Stats:
56% (01:12) correct
44%
(01:27)
wrong
based on 579
sessions
History
Date
Time
Result
Not Attempted Yet
Out of 180 gym members, is the number of members who attend yoga sessions greater than the number who attend strength training sessions?
(1) Every member who attends yoga sessions also attends at least one other type of session.
(2) Every member who attends yoga sessions also attends strength training sessions.
(1) Every member who attends yoga sessions also attends at least one other type of session.
(2) Every member who attends yoga sessions also attends strength training sessions.
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01 Jul 2025, 08:30
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Out of 180 gym members, is the number of members who attend yoga sessions greater than the number who attend strength training sessions?
(1) Every member who attends yoga sessions also attends at least one other type of session.
This tells us that no one attends only yoga, but it doesn’t specify which other session is attended. So:
Suppose 10 members attend yoga, and all of them also attend cardio. Strength training has 5 members. Then yoga > strength, so the answer is Yes.
Suppose 10 members attend yoga, and all of them also attend cardio. Strength training has 50 members. Then yoga < strength, so the answer is No.
Not sufficient.
(2) Every member who attends yoga sessions also attends strength training sessions.
This means the entire yoga group is included in the strength training group. So yoga cannot be greater than strength, giving a definite No answer to the question. Sufficient.
Answer: B.
GMAT Club Official Explanation:
Out of 180 gym members, is the number of members who attend yoga sessions greater than the number who attend strength training sessions?
(1) Every member who attends yoga sessions also attends at least one other type of session.
This tells us that no one attends only yoga, but it doesn’t specify which other session is attended. So:
Suppose 10 members attend yoga, and all of them also attend cardio. Strength training has 5 members. Then yoga > strength, so the answer is Yes.
Suppose 10 members attend yoga, and all of them also attend cardio. Strength training has 50 members. Then yoga < strength, so the answer is No.
Not sufficient.
(2) Every member who attends yoga sessions also attends strength training sessions.
This means the entire yoga group is included in the strength training group. So yoga cannot be greater than strength, giving a definite No answer to the question. Sufficient.
Answer: B.
General Discussion
MaxFabianKirchner
Joined: 02 Jun 2025
Last visit: 12 Jul 2025
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Status:26' Applicant
Location: Denmark
Concentration: Finance, International Business
Schools: ESSEC MiF '26 ESADE HEC Imperial LBS Oxford MFE '26 Sloan (MIT) NYU Stern NUS Bocconi IE'26
GPA: 4.0
WE:Other (Student)
Schools: ESSEC MiF '26 ESADE HEC Imperial LBS Oxford MFE '26 Sloan (MIT) NYU Stern NUS Bocconi IE'26
Posts: 65
01 Jul 2025, 08:10
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The question is: Is the number of yoga members (Y) greater than the number of strength training members (S)?
(1) Every member who attends yoga sessions also attends at least one other type of session.
This "other session" could be anything (cardio, swimming, etc.), not necessarily strength training. It doesn't establish a clear relationship between Y and S. We can't determine if Y > S. This statement is INSUFFICIENT.
(2) Every member who attends yoga sessions also attends strength training sessions.
This means the group of yoga members is a subset of the strength training members. Therefore, the number of yoga members must be less than or equal to the number of strength training members (Y <= S).
This gives a definite "No" to the question "Is Y > S?".
This statement is SUFFICIENT.
The correct answer is (B).
(1) Every member who attends yoga sessions also attends at least one other type of session.
This "other session" could be anything (cardio, swimming, etc.), not necessarily strength training. It doesn't establish a clear relationship between Y and S. We can't determine if Y > S. This statement is INSUFFICIENT.
(2) Every member who attends yoga sessions also attends strength training sessions.
This means the group of yoga members is a subset of the strength training members. Therefore, the number of yoga members must be less than or equal to the number of strength training members (Y <= S).
This gives a definite "No" to the question "Is Y > S?".
This statement is SUFFICIENT.
The correct answer is (B).
