dod Euler Pa. Name: Rhea Payne cuits Worksheet 1. In the graph below, the vertices represent cities. Edges indicate a direct bus route between cities. D H 3. How many vertices does the graph have? b. How many edges does the graph have? 8 9 E G b. C. What is the degree of A? 2 b d. What is the degree of E? Find a path from A to F that would take 3 bus routes. A-D D-E E-F A student claims to have found an Euler circuit on each graph below as indicated with arrows. Name 1 reason why the indicated path is not an Euler circuit. 3 5 Name 2 reasons why the indicated path is not an Euler circuit. 5 edges more than once visits edges 8 2 Euter Liv
dod Euler Pa. Name: Rhea Payne cuits Worksheet 1. In the graph below, the vertices represent cities. Edges indicate a direct bus route between cities. D H 3. How many vertices does the graph have? b. How many edges does the graph have? 8 9 E G b. C. What is the degree of A? 2 b d. What is the degree of E? Find a path from A to F that would take 3 bus routes. A-D D-E E-F A student claims to have found an Euler circuit on each graph below as indicated with arrows. Name 1 reason why the indicated path is not an Euler circuit. 3 5 Name 2 reasons why the indicated path is not an Euler circuit. 5 edges more than once visits edges 8 2 Euter Liv
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
Related questions
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Transcribed Image Text:dod
Euler Pa.
Name: Rhea Payne
cuits Worksheet
1. In the graph below, the vertices represent cities. Edges indicate a direct bus route between cities.
D
H
3. How many vertices does the graph have?
b. How many edges does the graph have?
8
9
E
G
b.
C.
What is the degree of A? 2
b
d. What is the degree of E?
Find a path from A to F that would take 3 bus routes.
A-D
D-E
E-F
A student claims to have found an Euler circuit on each graph below as indicated with arrows.
Name 1 reason why the indicated path is not an Euler circuit.
3
5
Name 2 reasons why the indicated path is not an Euler circuit.
5
edges more than once
visits edges
8
2
Euter Liv
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