Represent the map by a graph and then find a coloring of the graph that uses the least possible number of colors. (Green) Green Yellow Blue Blue Blue da da Red Red Red Red (Green) (Green) Blue Blue Red (Green) Yellow Yellow (Green) Red Blue (Green Yellow Blue Red (Green) Red Blue Blue Red Blue Green

Q: Determine whether these two graphs are isomorphic. Explain why or why not. а f. e h d и G H

A: In graph H, swxyzvuts is an 8-cycle. But in graph G, the maximum length cycle is 6-cycle, i.e.,…

Q: On the following graph, use the green point (triangle symbol) to shade consumer surplus in Cambodia…

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Q: Find the connected components of the graph: G = (V, E). V = {a, b, c, d, e, f, g, h, i, j}. E =…

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Q: Determine whether the two graphs are equivalent.

A: Two graphs are equivalent if they have the same sets of the vertices and the same set of edges. In…

Q: Graph Theory is the study of graphs that concerns with the relationship among edges and vertices.…

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Q: V3 V1 V2 V4 es The vertex set is The edge set is Fill in the table to show the values of the…

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Q: Draw the graph of K2,3 XK₁, 3 (without intersection,

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Q: in fuzzy graph theory What is the compliment And give examples

A: We need to tell what is the complement of a fuzzy graph and their example.

Q: Fill in the blank. Two graphs that have the same number of vertices connected to each other in the…

A: Two graphs that have the same number of vertices connected to each other in the same way are called

Q: Using the graph below, identify each of the following terms and its length of the edges. C do 8 d •…

A: A walk of a graph G is an alternating sequence of edges and vertices beginning and ending on…

Q: sketch a graph of each relation. Label the x-intercepts and vertex a) y=(x-6)(x+2) b)…

A: a.  y=(x-6)(x+2) for x intercept y coordinate is zero  y=(x-6)(x+2)=0x-6=0    or   x+2=0x=6,-2  x…

Q: Fill in the missing entries to complete the adjacency list representation of the given graph (a) 3 1…

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Q: Patricia keeps apples in 3 bins and 2 crates in her store. Each bin can hold no more than 200…

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Q: Draw any graph that is not simple.

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Q: Question: Which graph represents  y = -2x + 6

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Q: What is the order of the graph? * А B F E 4 6. 7

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Q: Q10B. Consider the graph with the following vertices and edges: V = {a, b, c, d, e, f, g} E = {{a,…

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Q: components of G+14P¡ is

A: Number of components in P1 is 1. So number of components in 14P1 is 14.

Q: Determine the planarity of the following graphs. G₁ G₂ G3

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Q: Use a software program or a graphing utility to find (a) ∣A∣, (b) ∣AT∣, (c) ∣A2∣, (d) ∣2A∣, and (e)…

A: Given,

Q: Vector A = 6i + 2j - 3k Find the

A: Given: Vector A=6i+2j-3k  To find: Scalar component of A perpendicular to the x-axis.

Q: G8. Construct the graph where the vertices are you, your parents, and your grandparents with a…

A: Given : Vertices- you, parents and grand parents Relationship- born in same state.

Q: V1={a,b,c,d} E1={{a,b},{a,c},{a,d},{c,d}} V2={a,b,c,d} E2={{a,b},{a,c},{b,c},{c,d}} are these…

A: We know that two graphs are equal if they have set vertex set as well as same edge set.

Q: Enter the notation for each graph. C or K Example:C5 Eaxmple:K6

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Q: Identify the directed graph that represents the relation {(a, a), (a, b), (b, c), (c, b), (c, d),…

A: We need to identify the directed graph that represents the relation {(a, a), (a, b), (b, c), (c, b),…

Q: 2a + 56+c —а — 36 — 2с 3a + 76 +c -4a – 96 –c 2. T(а + bx + сх*). |

A: The objective is to write down the matrix of the given linear transformation withrespect to the…

Q: Draw another representation of the graph that looks significantly different B A C E D А В D E А В C…

A: All the graph are having 5 vertices and all the vertices are connected with at least two vertices.…

Q: 10

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Q: how do you make a dotplot graph?

A: Introduction:A dotplot is a graphical representation of a grouped or ungrouped frequency…

Q: Write an example of three graphs (each with 4 vertices), two of them are isomorphic and two are…

A: We will draw three graphs on four vertices among which two are isomorphic and two are non…