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Given the two figures below (see Fig. 3a and Fig. 3b), you are required to analyze the key ideas illustrated with respect to the concept/s of Graph Theory. Write this in paragraph form with a minimum of five sentences.

Given the two figures below (see Fig. 3a and Fig. 3b), you are required to analyze the key ideas illustrated with respect to the concept/s of Graph Theory. Write this in paragraph form with a minimum of five sentences.

Advanced Engineering Mathematics
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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Given the two figures below (see Fig. 3a and Fig. 3b), you are required to analyze the key ideas illustrated with respect to the concept/s of Graph Theory. Write this in paragraph form with a minimum of five sentences. no Central office Figure 3a Central office Figure 3b ... 田田
Transcribed Image Text:Given the two figures below (see Fig. 3a and Fig. 3b), you are required to analyze the key ideas illustrated with respect to the concept/s of Graph Theory. Write this in paragraph form with a minimum of five sentences. no Central office Figure 3a Central office Figure 3b ... 田田
Solve the following problem: A school has six irregular graduating seniors: Alan, Benjie, Corinne, Dennis, Eugene, and Ferdie. You must prepare a special final exam schedule for these students. Note: Students can take only one exam each day. Given below are the names of the students and the subjects that each is currently taking up: Alan: English, Science, Politics Benjie: Science, Politics, Philosophy Corinne: Math, Philosophy, Art Dennis: English, French, Art Eugene: Politics, Art, Philosophy Ferdie: Math, Science, Music Draw a planar graph representing this problem. Using vertex coloring, find the fewest number of days required to schedule all exams. Suggest one possible schedule.
Transcribed Image Text:Solve the following problem: A school has six irregular graduating seniors: Alan, Benjie, Corinne, Dennis, Eugene, and Ferdie. You must prepare a special final exam schedule for these students. Note: Students can take only one exam each day. Given below are the names of the students and the subjects that each is currently taking up: Alan: English, Science, Politics Benjie: Science, Politics, Philosophy Corinne: Math, Philosophy, Art Dennis: English, French, Art Eugene: Politics, Art, Philosophy Ferdie: Math, Science, Music Draw a planar graph representing this problem. Using vertex coloring, find the fewest number of days required to schedule all exams. Suggest one possible schedule.
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