Question

Previous Problem Problem List Next Problem (1 point) R TO U V X P There are 8 people enrolled in the Extended Learning classes. They are taking the classes as shown in the table. What is the minimum number of final exam times needed so that the people can take all of their final exams? Note that in the graph, the vertices are classes and the edges represent classes that are shared by someone 4 Elektra Joker Octavius Logan Daredevil Alfred Nemo Cat Woman Spanish, Business, Astronomy Mathematics, Business Metalwork, Business, Spanish Astronomy, Spanish, Latin, Mathematics Underwater Basket Weaving, Astronomy Metalwork, Skiing, Business English, Mathematics, Underwater Basket Weaving Spanish, Skiing In the following table, indicate in which final exam time each class could be placed (e. 1,2, etc) 1 Spanish 1 English 1 Skiing 1 Mathematics 1 Latin 1 Astronomy 1 Business 1 Underwater Basket Weaving Metalwork

          Previous Problem
Problem List
Next Problem
(1 point)
R
TO
U
V
X
P
There are 8 people enrolled in the Extended Learning classes. They are taking the classes as shown in the table. What is the minimum number of final
exam times needed so that the people can take all of their final exams? Note that in the graph, the vertices are classes and the edges represent classes
that are shared by someone
4
Elektra
Joker
Octavius
Logan
Daredevil
Alfred
Nemo
Cat Woman
Spanish, Business, Astronomy
Mathematics, Business
Metalwork, Business, Spanish
Astronomy, Spanish, Latin, Mathematics
Underwater Basket Weaving, Astronomy
Metalwork, Skiing, Business
English, Mathematics, Underwater Basket Weaving
Spanish, Skiing
In the following table, indicate in which final exam time each class could be placed (e. 1,2, etc)
1
Spanish
1
English
1
Skiing
1
Mathematics
1
Latin
1
Astronomy
1
Business
1
Underwater Basket Weaving
Metalwork

Show more…

Previous Problem
Problem List
Next Problem
(1 point)
R
TO
U
V
X
P
There are 8 people enrolled in the Extended Learning classes. They are taking the classes as shown in the table. What is the minimum number of final
exam times needed so that the people can take all of their final exams? Note that in the graph, the vertices are classes and the edges represent classes
that are shared by someone
4
Elektra
Joker
Octavius
Logan
Daredevil
Alfred
Nemo
Cat Woman
Spanish, Business, Astronomy
Mathematics, Business
Metalwork, Business, Spanish
Astronomy, Spanish, Latin, Mathematics
Underwater Basket Weaving, Astronomy
Metalwork, Skiing, Business
English, Mathematics, Underwater Basket Weaving
Spanish, Skiing
In the following table, indicate in which final exam time each class could be placed (e. 1,2, etc)
1
Spanish
1
English
1
Skiing
1
Mathematics
1
Latin
1
Astronomy
1
Business
1
Underwater Basket Weaving
Metalwork

Added by Ines T.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

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Solved by Expert Sri K

04/30/2022

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There are 8 people enrolled in the Extended Learning classes. They are taking the classes as shown in the table. What is the minimum number of finals that are shared by someone at any time needed so that the people can take alternate exams? Note that in the graph, the vertices are classes and the edges represent shared exams. Elektra: Spanish, Business, Astronomy Joker: Mathematics, Business Octavius: Metalwork, Business, Spanish Logan: Astronomy, Spanish, Latin, Mathematics Daredevil: Underwater Basket Weaving, Astronomy Alfred: Metalwork, Business Nemo: English, Mathematics, Underwater Basket Weaving Cat Woman: Spanish, Sking In the following table, indicate in which final exam time each class could be placed: 1. Spanish 2. English 3. Sking 4. Mathematics 5. Latin 6. Astronomy 7. Business 8. Underwater Basket Weaving 9. Metalwork

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00:01 In this question they given here that is the paragraph so which is about the relation between the codes and its pre -request requisites so now we have to answer to the given question so to the given question so let come to the solution solution so which is implied the relation between between so the courses and their prerequisites so can be easily modelled by which is can be easily modeled by using the a graph so that here the edges so which is need to be directed directed by because here is here is if a course, so which is the prerequisite for any particular quotes, for any particular quotes, so which is may not be true.

02:37 So let's see one of the example for the relationship of courses and prerequisites.

02:44 So let's see the one example for this.

02:51 So let us take that, that is data structures and algorithms.

02:56 So data structures and the algorithms and algorithms so let's see the graph for this the main one is the algorithm so based on this algorithm so it can be that is here c or c plus plus or machine learning which is machine learning which is machine learning and other one that is data structure and discrete max which is discrete mass and the basic max so which is from this so these are the parts of the algorithms so let's see the graph here the c plus plus or see which one included the algorithm and this will include the contains the mission learning and data structure.

05:13 The discrete max is one of the part of the algorithm and here the data structure and basic max.

05:26 So these are the graph where that is data structure and algorithm.

05:33 So in order to find out the courts, so which is in order to to find courses which do not have any, which do not have any, that is prerequisites...

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