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Swagatalaxmi
Joined: 05 Sep 2023
Last visit: 17 Dec 2025
Posts: 133
Given Kudos: 332
Location: India
Concentration: Healthcare, General Management
Schools: Wharton '27 (D) Columbia '27 (D) Booth '27 (WL) MIT '27 (D) Kellog '27 (D) Stern '27 (WL) Yale '27 (D) Fuqua '27 (D) Ross '27 (A$) Stanford '27 (S) Darden '27 (II)
GMAT Focus 1: 695 Q85 V88 DI80 
GPA: 3.19
WE:Medicine and Health (Healthcare/Pharmaceuticals)
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Schools: Wharton '27 (D) Columbia '27 (D) Booth '27 (WL) MIT '27 (D) Kellog '27 (D) Stern '27 (WL) Yale '27 (D) Fuqua '27 (D) Ross '27 (A$) Stanford '27 (S) Darden '27 (II)
GMAT Focus 1: 695 Q85 V88 DI80
Posts: 133
26 Jun 2024, 00:54
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Three local bird-watching clubs-the Avian Club, the Songbird Society, and Urban Bird Lovers-are planning a joint expedition. No one is a member of more than one of the clubs.
At a meeting of the three clubs, Lee in the Avian Club, Helen in the Songbird Society, and Paul in Urban Bird Lovers were chosen as the expedition coordinators, responsible for selecting the time and place for the expedition. Each club member was instructed to email his or her preferences regarding the expedition directly to his or her own club's expedition coordinator within three days. After these three days, the coordinator was, immediately, to remind any member of his or her club who has failed to do so. It was agreed that the three coordinators should contact each other to coordinate.
Since the meeting, all communications about the expedition have been and will be by email. No such emails were sent before the meeting
At a meeting of the three clubs, Lee in the Avian Club, Helen in the Songbird Society, and Paul in Urban Bird Lovers were chosen as the expedition coordinators, responsible for selecting the time and place for the expedition. Each club member was instructed to email his or her preferences regarding the expedition directly to his or her own club's expedition coordinator within three days. After these three days, the coordinator was, immediately, to remind any member of his or her club who has failed to do so. It was agreed that the three coordinators should contact each other to coordinate.
Since the meeting, all communications about the expedition have been and will be by email. No such emails were sent before the meeting
The Avian Club: Yes
The Songbird Society: Yes
Urban Bird Lovers: No
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
15%
(low)
Question Stats:
77% (02:22) correct
23%
(02:30)
wrong
based on 1278
sessions
History
Date
Time
Result
Not Attempted Yet
For each of the three clubs, select Yes if the information provided indicates that the club has at least five members. Otherwise select No.
| Yes | No | |
| The Avian Club | ||
| The Songbird Society | ||
| Urban Bird Lovers |
ShowHide Answer
Official Answer
The Avian Club: Yes
The Songbird Society: Yes
Urban Bird Lovers: No
has more lines terminating with an arrowhead at the node than does any other node of the same color
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
25%
(medium)
Question Stats:
77% (01:36) correct
23%
(02:00)
wrong
based on 1226
sessions
History
Date
Time
Result
Not Attempted Yet
Each of these three nodes in the diagram that represent the coordinators
| has more lines terminating with an arrowhead at the node than does any other node of the same color | |
| has more lines terminating without an arrowhead at the node than does any other node of the same color | |
| is more centrally positioned among the nodes of the same color than is any of the other nodes of the same color | |
| has a greater number of lines terminating, with or without an arrowhead, at the node than does any node other than these three, regardless of color | |
| has a greater number of lines connecting the node to nodes of different colors than does any node other than these three |
ShowHide Answer
Official Answer
has more lines terminating with an arrowhead at the node than does any other node of the same color
The arrow from Ali's node to Helen's: Yes
The arrow from Julia's node to Sonya's: No
The arrow from Carl's node to Paul's: No
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
25%
(medium)
Question Stats:
74% (01:07) correct
26%
(01:10)
wrong
based on 1224
sessions
History
Date
Time
Result
Not Attempted Yet
For each of the following arrows in the diagram, select Yes if, based on the information provided, a club member's following instructions would help explain why that arrow appears in the diagram. Otherwise select No.
| Yes | No | |
| The arrow from Ali's node to Helen's | ||
| The arrow from Julia's node to Sonya's | ||
| The arrow from Carl's node to Paul's |
ShowHide Answer
Official Answer
The arrow from Ali's node to Helen's: Yes
The arrow from Julia's node to Sonya's: No
The arrow from Carl's node to Paul's: No
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Image 1.jpg [ 30.86 KiB | Viewed 15472 times ]
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29 May 2025, 02:38
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Q1. For each of the three clubs, select Yes if the information provided indicates that the club has at least five members. Otherwise select No.
We can infer which color is which club from the names of the coordinators, so Black is "Avian", Blue is "[color=#000000]Urban Bird Lovers", Red is "The Songbird Society". Now we simply need to count the number of nodes of each type and tell if the count is greater than 5 or not.[/color]
Q2. Each of these three nodes in the diagram that represent the coordinators
A. has more lines terminating with an arrowhead at the node than does any other node of the same color --> True we can directly see the co-ordinator nodes have more lines terminating on them.
B. has more lines terminating without an arrowhead at the node than does any other node of the same color --> Helen has one and Julia has one so they are equal. Eliminate
C. is more centrally positioned among the nodes of the same color than is any of the other nodes of the same color --> Lee is not centrally positioned. Eliminate
D. has a greater number of lines terminating, with or without an arrowhead, at the node than does any node other than these three, regardless of color --> David has 4 but Lee has 3. Eliminate
E. has a greater number of lines connecting the node to nodes of different colors than does any node other than these three --> Lee doesn't connect to different color . Eliminate
Q3. For each of the following arrows in the diagram, select Yes if, based on the information provided, a club member's following instructions would help explain why that arrow appears in the diagram. Otherwise select No.
A. The arrow from Ali's node to Helen's --> Informing preference
B. The arrow from Julia's node to Sonya's --> Not inferable
C. The arrow from Carl's node to Paul's --> Not inferable
GMAT-Club-Forum-0lbi0sbw.png [ 9.35 KiB | Viewed 5707 times ]
We can infer which color is which club from the names of the coordinators, so Black is "Avian", Blue is "[color=#000000]Urban Bird Lovers", Red is "The Songbird Society". Now we simply need to count the number of nodes of each type and tell if the count is greater than 5 or not.[/color]
Q2. Each of these three nodes in the diagram that represent the coordinators
A. has more lines terminating with an arrowhead at the node than does any other node of the same color --> True we can directly see the co-ordinator nodes have more lines terminating on them.
B. has more lines terminating without an arrowhead at the node than does any other node of the same color --> Helen has one and Julia has one so they are equal. Eliminate
C. is more centrally positioned among the nodes of the same color than is any of the other nodes of the same color --> Lee is not centrally positioned. Eliminate
D. has a greater number of lines terminating, with or without an arrowhead, at the node than does any node other than these three, regardless of color --> David has 4 but Lee has 3. Eliminate
E. has a greater number of lines connecting the node to nodes of different colors than does any node other than these three --> Lee doesn't connect to different color . Eliminate
Q3. For each of the following arrows in the diagram, select Yes if, based on the information provided, a club member's following instructions would help explain why that arrow appears in the diagram. Otherwise select No.
A. The arrow from Ali's node to Helen's --> Informing preference
B. The arrow from Julia's node to Sonya's --> Not inferable
C. The arrow from Carl's node to Paul's --> Not inferable
Swagatalaxmi
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GMAT-Club-Forum-0lbi0sbw.png [ 9.35 KiB | Viewed 5707 times ]
15 Jun 2025, 00:55
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Hi Swagatalaxmi,
Can you explain the answer to question 1 in detail? How do you derive the answer to question 1
Can you explain the answer to question 1 in detail? How do you derive the answer to question 1
Swagatalaxmi
