Quiz 4

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Stony Brook University *

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301

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Electrical Engineering

Date

Apr 3, 2024

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pdf

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3

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P B A set of solar experiments is to be made at observatories. Each experiment begins on a given day of the year and ends on a given day (each experiment is repeated for several years). An observatory can perform only one experiment at a time. The problem is: what is the minimum number of observatories required to perform a given set of experiments annually? Experiment Start Date End Date A Sep 2 Jan 3 B Oct 15 Mar 10 C Nov 20 Feb 17 D Jan 23 May 30 E Apr 4 Jul 28 F Apr 30 Jul 28 G Jun 24 Sep 30 Answer the next several questions based on the above. Question 1 4 / 4 points What should be colored in the graph model to solve this problem? v o Vertices Edges Regions Question 2 4 / 4 points In the graph model for this problem, what do the vertices represent? v o Experiments Dates Observatories People Whether or not the experiments overlap
Question 3 4 / 4 points In the graph model for this problem, what do the edges represent? Experiments Dates Observatories People v o Whether or not the experiments overlap Question 4 4 / 4 points In the graph model for this problem, what do the colors represent? Experiments Dates « o Observatories People Whether or not the experiments overlap Question 5 6 / 6 points How many observatories would be needed to run all of these experiments? Answer: 4 & A tournament league has 2 divisions. Each division has 6 teams. Each team plays one game per week. An intradivision season is a round-robin where each team plays every other team in its division. Then, a championship season is played where the top 3 teams in each division play each of the top 3 teams in the other division. Answer the next several questions based on the above.
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