Post by: dmcintosh on May 5, 2020
A graph that appropriately models this situation would have
◦ 7 vertices and 7 edges.
◦ 5 vertices and 7 edges.
◦ 3 vertices and 7 edges.
◦ 5 vertices and 3 edges.
◦ none of above
Post by: nital on May 5, 2020
Post by: khang on May 5, 2020
In the graph that models this situation, the degree of the vertex that represents island A is
◦ 2.
◦ 4.
◦ 1.
◦ 3.
◦ none of these
Post by: Kdiggy on May 5, 2020
Post by: DelorasTo on May 5, 2020
In the graph that models this situation, the degree of the vertex that represents island B is
◦ 2.
◦ 1.
◦ 3.
◦ 4.
◦ none of these
Post by: Leostella20 on May 5, 2020
Post by: ec501234 on May 5, 2020
In the graph that models this situation, the degree of the vertex that represents the North Bank is
◦ 3.
◦ 2.
◦ 4.
◦ 1.
◦ none of these
Post by: moormoney on May 5, 2020
Post by: lunatika on May 5, 2020
A graph that appropriately models this situation would have
◦ 9 vertices and 5 edges.
◦ 5 vertices and 9 edges.
◦ 3 vertices and 9 edges.
◦ 9 vertices and 3 edges.
◦ none of these
Post by: gasdhashg on May 5, 2020
Post by: Hungry! on May 5, 2020
In the graph that models this situation, the degree of the vertex that represents island A is
◦ 4.
◦ 2.
◦ 1.
◦ 3.
◦ none of these
Post by: frogdreck123456 on May 5, 2020
Post by: ss2343 on May 5, 2020
In the graph that models this situation, the degree of the vertex that represents island B is
◦ 3.
◦ 6.
◦ 5.
◦ 4.
◦ none of these
Post by: miss.ashley on May 5, 2020
Post by: jenna1 on May 5, 2020
In the graph that models this situation, the degree of the vertex that represents the South Bank is
◦ 4.
◦ 1.
◦ 3.
◦ 2.
◦ none of these
Post by: mirabriestensky on May 5, 2020
Post by: cool on May 5, 2020
A graph that appropriate models this situation would have
◦ 9 vertices and 3 edges.
◦ 3 vertices and 9 edges.
◦ 5 vertices and 9 edges.
◦ 9 vertices and 5 edges.
◦ none of these
Post by: IRincones on May 5, 2020
Post by: bucstennis@aim.com on May 5, 2020
In the graph that models this situation, the degree of the vertex that represents the North Bank is
◦ 4.
◦ 3.
◦ 1.
◦ 2.
◦ none of these
Post by: ally on May 5, 2020
Post by: Yolanda on May 5, 2020
A graph that appropriately models this situation would have
◦ 6 vertices and 11 edges.
◦ 11 vertices and 6 edges.
◦ 4 vertices and 11 edges.
◦ 11 vertices and 4 edges.
◦ none of these
Post by: chinwesucks on May 5, 2020
Post by: mydiamond on May 5, 2020
In the graph that models this situation, the degree of the vertex that represents the North Bank is
◦ 4.
◦ 2.
◦ 3.
◦ 1.
◦ none of these
Post by: Juro on May 5, 2020
Post by: tnt_battle on May 5, 2020
It is possible to take a walk through this town, starting on the North Bank, crossing each bridge once (and only once) and ending
◦ on island B.
◦ back on the North Bank.
◦ on the South Bank.
◦ on island C.
◦ none of these
Post by: Jody Vaughn on May 5, 2020
Post by: c0205847 on May 5, 2020
Which of the following statements is true?
◦ The graph that models this situation has an Euler path starting on the South Bank and ending on the North Bank.
◦ The graph that models this situation has an Euler circuit.
◦ No edge in the graph that models this situation is actually a bridge.
◦ All of these are true.
◦ None of these are true.
Post by: frankwu0507 on May 5, 2020
Post by: Wadzanai on May 5, 2020
Suppose that there is a crossing charge of $1.00 every time one crosses a bridge. A tourist wants to start on the North Bank, stroll across each of the bridges at least once, and return to her hotel on the North Bank at the end of the trip. What is the cheapest possible cost of such a trip?
◦ $14
◦ Such a trip is impossible.
◦ $7
◦ $8
◦ none of these
Post by: Brenm on May 5, 2020
Post by: 123654777 on May 5, 2020
It is possible to take a walk through this town, starting on the South Bank, crossing each bridge once (and only once) and ending
◦ back on the South Bank.
◦ on the North Bank.
◦ on island B.
◦ on island C.
◦ none of these
Post by: Brummell1998 on May 5, 2020
Post by: faduma on May 5, 2020
Suppose there is a crossing charge of $1.00 every time one crosses a bridge. A tourist wants to start on the South Bank, stroll across each of the bridges at least once, and return to her hotel on the South Bank at the end of the trip. What is the cheapest possible cost of such a trip?
◦ Such a trip is impossible.
◦ $18
◦ $9
◦ $10
◦ none of these
Post by: ashely1112 on May 5, 2020
Post by: yoooooman on May 5, 2020
It is possible to take a walk though this town, starting on the South Bank, crossing each bridge once (and only once) and ending
◦ on the North Bank.
◦ on island C.
◦ back on the South Bank.
◦ on island B.
◦ none of these
Post by: FergA on May 5, 2020
Post by: tth on May 5, 2020
Suppose there is a crossing charge of $1.00 every time one crosses a bridge. A tourist wants to start on the South Bank, stroll across each of the bridges at least once, and return to her hotel on the South Bank at the end of the trip. What is the cheapest possible cost of such a trip?
◦ $12
◦ $9
◦ $11
◦ $10
◦ none of these
Post by: mmpiza on May 5, 2020
Post by: MGLQZ on May 5, 2020
It is possible to take a walk through this town, starting on the South Bank, crossing each bridge one (and only once) and ending
◦ on island C.
◦ back on the South Bank.
◦ on the North Bank.
◦ on island B.
◦ none of these
Post by: momtoalll on May 5, 2020
Post by: swpotter12 on May 5, 2020
Suppose that there is a crossing charge of $1.00 every time one crosses a bridge. A tourist wants to start on the South Bank, stroll across each of the bridges at least once, and return to her hotel on the South Bank at the end of the trip. What is the cheapest possible cost of such a trip?
◦ $14
◦ $12
◦ $11
◦ $13
◦ none of these
Post by: Ksanderson1296 on May 5, 2020
Post by: katya on Feb 1, 2021