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Page HOMEWORK 1) Refer to the following graph to answer the following: a) Give the number of vertices. b) Give the number of edges. c) Find two paths from C to A of length 4 (edges). d) Find two paths from C to A of length 3 (edges). e) Find two circuits starting and ending at B of length 4 (edges). 2) Refer to the following graph to answer the foll al Give of 4 B A LU

Page HOMEWORK 1) Refer to the following graph to answer the following: a) Give the number of vertices. b) Give the number of edges. c) Find two paths from C to A of length 4 (edges). d) Find two paths from C to A of length 3 (edges). e) Find two circuits starting and ending at B of length 4 (edges). 2) Refer to the following graph to answer the foll al Give of 4 B A LU

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter61: Areas Of Circles, Sectors, And Segments
Section: Chapter Questions
Problem 50A
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uits HW.pdf er Circuits HW.pdf GT-Euler Circuits HW.pdf (2.89 MB) | A Alternative formats. Page < HOMEWORK 1) Refer to the following graph to answer the following: a) Give the number of vertices. b) Give the number of edges. c) Find two paths from C to A of length 4 (edges). d) Find two paths from C to A of length 3 (edges). e) Find two circuits starting and ending at B of length 4 (edges). 2) Refer to the following graph to answer the following: a) Give the number of vertices. b) Give the number of edges. c) Give the degree of each vertex. d) Label the vertices. List the fewest edges that must be added to make the graph connected. P > of 4 B O A E
Transcribed Image Text:uits HW.pdf er Circuits HW.pdf GT-Euler Circuits HW.pdf (2.89 MB) | A Alternative formats. Page < HOMEWORK 1) Refer to the following graph to answer the following: a) Give the number of vertices. b) Give the number of edges. c) Find two paths from C to A of length 4 (edges). d) Find two paths from C to A of length 3 (edges). e) Find two circuits starting and ending at B of length 4 (edges). 2) Refer to the following graph to answer the following: a) Give the number of vertices. b) Give the number of edges. c) Give the degree of each vertex. d) Label the vertices. List the fewest edges that must be added to make the graph connected. P > of 4 B O A E
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