5.31 5.31 In the graph G of Figure 5.12, the vertices represent street intersections and the...
question 1 and 2 please, thank
you.
1. In the following graph, suppose that the vertices A, B, C, D, E, and F represent towns, and the edges between those vertices represent roads. And suppose that you want to start traveling from town A, pass through each town exactly once, and then end at town F. List all the different paths that you could take Hin: For instance, one of the paths is A, B, C, E, D, F. (These...
Bonus 1 A walk in a graph G is a sequence of vertices V1, V2, ..., Uk such that {Vi, Vi+1} is an edge of G. Informally, a walk is a sequence of vertices where each step is taken along an edge. Note that a walk may visit the same vertex more than once. A closed walk is a walk where the first and last vertex are equal, i.e. v1 = Uk. The length of a walk is the number...
Definition: Given a Graph \(\mathrm{G}=(\mathrm{V}, \mathrm{E})\), define the complement graph of \(\mathrm{G}, \overline{\boldsymbol{G}}\), to be \(\bar{G}=(\mathrm{V}, E)\) where \(E\) is the complement set of edges. That is \((\mathrm{v}, \mathrm{w})\) is in \(E\) if and only if \((\mathrm{v}, \mathrm{w}) \notin \mathrm{E}\) Theorem: Given \(\mathrm{G}\), the complement graph of \(\mathrm{G}, \bar{G}\) can be constructed in polynomial time. Proof: To construct \(G\), construct a copy of \(\mathrm{V}\) (linear time) and then construct \(E\) by a) constructing all possible edges of between vertices in...
In this question, we will think about how to answer shortest path problems where we have more than just a single source and destination. Answer each of the following in English (not code or pseudocode). Each subpart requires at most a few sentences to answer. Answers significantly longer than required will not receive full credit You are in charge of routing ambulances to emergency calls. You have k ambulances in your fleet that are parked at different locations, and you...
Two parallel plates
Equipotential Lines represent for us on a graph the same thing
Elevation Lines do for us on a map: They represent a line where the
Electric or Gravitational potential is a constant. Maps and voltage
graphs have even spacing between values (1V or 500ft or 100m etc)so
they can be read easier. These potentials were at 3V, 6V, 9V, 12V,
and 15V. In the figure are 5 lines of electric potential drawn from
positive charge at left...
I have done the a and b, but i'm so confuse with other
questions, could someone help me to fix these questions, thanks so
much.
4 Directed graphs Directed graphs are sometimes used operating systems when trying to avoid deadlock, which is a condition when several processes are waiting for a resource to become available, but this wil never happen because Page 2 p2 T2 Figure 1: Minimal example of a resource allocation graph with deadlock other processes are holding...
The redbrick bank in Weir, Kan., in a building cater-corner from the mortuary on Main Street, does not look much like a candidate for the bank of the future. Inside, an Emerson boombox with a fully extended silver antenna is tuned to KJMK, Classic Hits. The huge steel vault, from the Mosler Safe Company, was used to lock up former owners of the bank overnight during an armed heist in 1959. And the storage room in the back contains an...
SpecificationStart with your Java program "prog340" which implements Deliverables A and B.This assignment is based on the definition of the Traveling Salesperson Problem (the TSP): Given a set of cities, you want to find the shortest route that visits every city and ends up back at the original starting city. For the purposes of this problem, every city will be directly reachable from every other city (think flying from city to city).Your goal is to use a non-genetic local search...
Your teacher is going to give a test where each student is to answer one question. None of the neighboring students should have the same question. How many questions are needed? Graph Coloring Algorithm is used to solve this type of problems. It does not guarantee to use the minimum number of questions, but it guarantees an upper bound on the number of questions. The algorithm never uses more than d+1 questions where d is the maximum degree of vertices...
show all calculations and do all parts of the question. Externalities II [Warning, this problem is an enhanced version of a negative externality problem. While I break it down into a series of short steps, it still may take a long time to figure out. Budget accordingly. Don’t skimp on your graph. Your picture will hopefully help you understand what is going on.] High levels of automobile traffic in big cities are incredibly costly to society. Time spent idling in...