Determine whether the graph is a tree. If the graph is not a tree, give the reason why.ABCChoose the correct answer below.OA. The graph is a tree.OB. The graph is not a tree because it has one or more circuits.OC. The graph is not a tree because it is disconnected.

We determine whether the graph is a tree or not.

Answered: Determine whether the graph is a tree.…

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Similar questions

Find all spanning trees for the graph. Select all that apply. Π.Α. B D. A B D C E G B. A B ☐E. B D 11: D E G C. B F. B B C G G
Consider the tree diagram. Path number 1 B1 C2 2 4 C2 4 4 4 B3 6 3 Find P(C,|B2) · P(B2). (Enter your answer as a fraction.)
a. the number of edges in the graph, b. the number of vertices in the graph, c. the number of vertices that are of odd degree, d. whether the graph is connected, and e. whether the graph is a complete graph. 5.
Find the number of odd and even vertices in each network. Imagine travelingeach network to see if it can be traced without backtracking.
Solve the problem. Use a tree to show the parent-child relationships in the following family. Ira has three children: Aaron, Jonathan, and Ellen. Aaron has one child: Thomas. Jonathan has one child: Birgit. Ellen has two children: Alex and Alan. Ire Ellen Jonathan Aaren Thomas Blrgh Alex Alan Jenathan Aaron Ellen Themas Birgk Alex Aan Ira Jenadhan Aaren Ellen Thamas Birgit AleH Alen Ire Asron Janathan D Ellon Thomes Birgh Alex Alan
H3.
Determine whether the graph is a tree. If the graph is not a tree, give the reason why. F D E (1) B T! Choose the correct answer below. ... O A. The graph is a tree. B. The graph is not a tree because it has one or more circuits. OC. The graph is not a tree because it is disconnected.
Read all directions before answering a question. This assignment is conceptual in nature so no work is needed BUT be sure to be clear and state all answers in complete sentences where needed. Write answers on this sheet. 1) Determine how many vertices and edges the graph has and the degree of each vertex. State the degree next to the vertex OR state the vertex label letter and the degree in the space to the right of the graph. A B E с D # of vertices = # of edges =
1) Definitions. The graph below shows 5 cities. The weights on the edges represent the airfare for a one-way flight between the cities. a. How many vertices and edges does the graph have? b. Is the graph connected? c. What is the degree of the vertex representing LA? d. If you fly from Seattle to Dallas to Atlanta, is that a path or a circuit? And what is its cost? e. If you fly from LA to Chicago to Dallas to LA, is that a path or a circuit? And what is its cost? f. Is the graph a complete graph? If so, how many Hamiltonian circuits does it have? Seattle LA $100 $70 $150- $145 Chicago $170 $75 $120 $140 $165 $85 Atlanta Dallas
WHICH IS NOT A TREE PLEASE HELP
Refer to the accompanying graph. Complete parts (a) through (c) in order. Starting at A, the circuit is Starting at B, the circuit is Starting at C, the circuit is Starting at D, the circuit is Starting at E, the circuit is (Simplify your answers.) (b) Which of the circuits for M A. The circuit that stai TL-- AL - and the total weight is otal weight is otal weight is otal weight is otal weight is A D C E→B→A A B C D→E→A A C D E→B→A ... A-E→C D→B→A B 13 15 60 C (a) Use the nearest neighbor algorithm starting at each of the vertices in turn to determine an approximate solution to the problem of finding a minimum Hamilton circuit for the graph. In each case, find the total weight of the circuit. 6/ 57 14 9 8 E 12 D ion to the problem of finding a minimum Hamilton circuit for the graph? Select all that apply.

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Determine whether the graph is a tree. If the graph is not a tree, give the reason why. B Choose the correct answer below. OA. The graph is a tree. OB. The graph is not a tree because it has one or more circuits. OC. The graph is not a tree because it is disconnected.