Megan Carvolth and Michele Dorsey, flight attendants for two different airlines, are close friends and like to get together as often as possible. Megan flies a 21-day schedule (including days off), which then repeats, while Michele has a repeating 30-day schedule. Both of their routines include layovers in three cities. The table below shows which days of each of their individual schedules they are in these cities. Days in City A 1, 2, 7 Megan Michele 23, 28, 29 Days in City B Days in City C 5, 12 6, 18, 20 5, 6, 17 1, 11, 15, 22, 26 If today is day 1, list the days during the next 60 days that they will be able to see each other in each of the three cities. List the days during the next 60 days on which Megan and Michele will see each other in City A.
Megan Carvolth and Michele Dorsey, flight attendants for two different airlines, are close friends and like to get together as often as possible. Megan flies a 21-day schedule (including days off), which then repeats, while Michele has a repeating 30-day schedule. Both of their routines include layovers in three cities. The table below shows which days of each of their individual schedules they are in these cities. Days in City A 1, 2, 7 Megan Michele 23, 28, 29 Days in City B Days in City C 5, 12 6, 18, 20 5, 6, 17 1, 11, 15, 22, 26 If today is day 1, list the days during the next 60 days that they will be able to see each other in each of the three cities. List the days during the next 60 days on which Megan and Michele will see each other in City A.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Megan Carvolth and Michele Dorsey, flight attendants for two different airlines, are close friends and like to get
together as often as possible. Megan flies a 21-day schedule (including days off), which then repeats, while
Michele has a repeating 30-day schedule. Both of their routines include layovers in three cities. The table below
shows which days of each of their individual schedules they are in these cities.
Megan
Michele
Days in City A
1, 2, 7
23, 28, 29
Days in City B Days in City C
5, 12
6, 18, 20
5, 6, 17
1, 11, 15, 22, 26
If today is day 1, list the days during the next 60 days that they will be able to see each other in each of the three
cities.
List the days during the next 60 days on which Megan and Michele will see each other in City A.
(Use a comma to separate answers as needed.)
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list the days during the next 60 days on which megan and michele will see each other in city b
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