MCS101 MCS102 MCS100 MCS110 MCS135 MCS120 MCS130

Q: How many edges would a connected planar graph if it has 13 vertices and 9 faces?

A:

Q: In a simple graph there can two edges connecting two vertices. True O False

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Q: Vertices should be named by the letters in the alphabeth : A, B, C, D, E, F, G, H and so on Edges…

A: We need to Draw or Make a Cycle C10 graph and explain .

Q: The map below shows southern plains states of the United States. Draw a graph that models the border…

A: The vertices represent the states and the edges represent a common border between them

Q: An undirected graph is called complete if every vertex shares and edge with every other vertex. Draw…

A: Complete Graph:Every vertex shares an edge with every other vertex.Denoted by Kn, where n is the…

Q: What about the argand diagram? That was my main concern. Idk how to draw one or what is referring…

A: We are given with z=(9−3j)13.From the original solution, we can see this complex number can be…

Q: d. A graph with four vertices and six edges which is not simple (explain why it's not simple).

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Q: Describe a graph model that represents the positive recommendationsof movie critics, using vertices…

A: To Describe : We have to form a graph model that represents positive recommendations of critics to…

Q: show that a simple planar connected graph with 17 edges and ten vertices cannot be properly colored…

A: We can solve this using Euler theorem

Q: Can a graph with nine vertices and nine edges exist? Explain wy no such graph exists or draw the…

A: To verify whether a graph with 9 vertices  & 9 edges exist or not.

Q: hich graph appears to contain all the orderad pairs in this rolation?

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Q: In a group of 9 people, there is one people who knows 6 others, and another 3 people who know at…

A: We will solve this problem by using graph theory. Claim:- To show that there are three people who…

Q: B D С A F E G

A: 1. for a trail or circuit to be a Euler trail or circuit. An undirected graph has an Euler trail if…

Q: Vertices should be named by the letters in the alphabeth : A, B, C, D, E, F, G, H and so on Edges…

A: A graph is n-regular if the degree of each vertex is same with n vertices.

Q: 11. Can the following graph be properly coloured?

A: Step 1:We must examine the vertices and their connections to ascertain whether the graph may be…

Q: Could there be a graph with four vertices of degree 1,2,5 and 4? Explain why no such graph exists or…

A: To verify whether a graph with 4 vertices of degree 1,2,5 and 4 exist or not.

Q: what is the number of edge of Harary graph? explain to me

A: Solution:-

Q: 1. Make a graph representation of the following little league schedule, considering the two…

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Q: Water Bottle Cost Estimates Fill It Up, Inc. • $4 per bottle Bottles by Bob, Co. • $25 set-up fee •…

A: Here we use the concept of the linear equations.

Q: Construct a simple graph that is a forest with vertices P, Q, R, S, T, U such that the degree of R…

A: We will first give the edge set of the simple graph  thag is a forest with vertices P, Q, R, S, T ,…

Q: Construct a simple graph with vertices V, W, X, Y whose degrees are 1, 2, 0, 1 What is the edge set?

A: Solution:

Q: -6여 -40 20 -10 -5 5 1C -20

A: Consider the given figure.

Q: What is the number of vertices in an undirected connected graph with 27 edges, 6 vertices of degree…

A:

Q: Draw 2 different graphs with the following vertex sequence. (4,3,3,2,2,1,1). Label each vertex with…

A: Graph theory, graph the graph using Degree sequence by using HANDSHAKING theorem

Q: The graph above shows data on the prices of used Honda Civic cars. a) What type of graph is this?…

A: Given graph