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Describe the two conditions for a graph to have an Euler circuit.
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Correct Answer:
The graph must be connected and have all valences even.
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Add wiggly edges to find an efficient eulerization of the following graphs.
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Correct Answer:
Answers may vary. One solution is:
Every graph with an Euler circuit has only vertices with even valences.
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Correct Answer:
True
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Identify an Euler circuit on the following graphs by numbering the sequence of edges in the order traveled.
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In order to eulerize the graph below, give the fewest number of edges that need to be duplicated. 

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In order to eulerize the graph below, give the fewest number of edges that need to be added or duplicated. 

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Add wiggly edges to find an efficient eulerization of the following graphs.
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Which of the graphs shown below gives the best eulerization of the given graph? (In the graphs below, added edges are denoted with zigzag lines.)

(Multiple Choice)
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In the graph below, find the largest number of paths from A to G that do not have any edges in common. 

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Add wiggly edges to find an efficient eulerization of the following graphs.
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For which of the two situations below is it desirable to find an Euler circuit or an efficient eulerization of a graph? I. A street department employee must check the traffic signals at each intersection in a downtown area to be certain they are working.
II) An employee of a power company reads the electric meters outside each house along the streets in a residential area.
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Why would a city street department want its snowplow operator's path to follow an Euler circuit if possible?
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Consider the path represented by the numbered sequences of edges in the graph below. Which statement is true? 

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Give three real-world applications in which a worker would want to find an Euler circuit on a street network.
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Consider the path represented by the numbered sequences of edges in the graph below. Which path represents an Euler circuit? 

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After a major natural disaster, such as a flood, hurricane, or tornado, many tasks need to be completed as efficiently as possible. For which situation below would finding an Euler circuit or an efficient eulerization of a graph be the appropriate mathematical technique to apply?
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Draw a graph where every vertex has a valence of at least 2 but removing a single edge disconnects the graph.
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Use the following to answer Questions:
Identify an Euler circuit on the following graphs by numbering the sequence of edges in the order traveled.
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Use the following to answer Questions:
Add wiggly edges to find an efficient eulerization of the following graphs.
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