Question

Which of the following are degree sequences of graphs? In each case, either draw a graph...

Which of the following are degree sequences of graphs? In each case, either draw a graph with the given degree sequence or explain why no such graph exists.
a- (2,0,6,4,0,0,0,...)
b- (0,10,0,1,2,1,0,...)
c- (3,1,0,2,1,0,0,...)
d- (0,0,2,2,1,0,0,..)

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
For each of the following, either draw a graph or explain why one does not exist:...
For each of the following, either draw a graph or explain why one does not exist: a) Circuit-free graph, 6 vertices, 4 edges b) Graph, 5 vertices, all of degree 3 c) Complete graph, 4 vertices, has an Euler circuit d) Complete graph, 4 vertices, has a Hamiltonian circuit
Draw a graph for each of the following scenarios and explain why your graph corresponds to...
Draw a graph for each of the following scenarios and explain why your graph corresponds to the scenario. Label axes and include scales. a) Show and Explain a graph to correlate with the function of the amount of gas in a gas tank when a driver refills the tank on a drive across the country question mark. b) Show and Explain a graph to correlate with the function of the height of an elevator stopping at each floor on the...
Graph Theory Determine if the degree sequences are graphical. Show your steps and justify your answers....
Graph Theory Determine if the degree sequences are graphical. Show your steps and justify your answers. a) 5,3,3,3,3,2,2,2,1,1,1 b) 5,5,5,5,5,5,5,5,5 (n=9) c) 6,4,4,3,3,2
Show the affect of each of the following situations. Draw a graph for each letter. Numbers...
Show the affect of each of the following situations. Draw a graph for each letter. Numbers are not necessary with these graphs. However, each graph should have demand curve, a supply curve and a new point of equilibrium when, and IF one of the curves shifts. Show how the curve shifts with an arrow pointing to either the new supply curve or the new demand curve or a D1 to D2 or S1 to S2. Example: Wool sweaters become more...
QUESTION 5 Which diagnosis is sequenced first in the following burn case: second-degree burn of the...
QUESTION 5 Which diagnosis is sequenced first in the following burn case: second-degree burn of the leg, third-degree burn of the wrist, first-degree burn of the foot? A. Third-degree burn of the wrist B. Second-degree burn of the leg C. First-degree burn of the foot D. Any may be sequenced first During surgery, Ms. Johnson demonstrates distress and the physician must discontinue the procedure. Which modifier should be used to report this circumstance? A. -53 B. -22 C. -52 D....
In this problem, you are asked to draw graphs. Please use a straight edge and draw...
In this problem, you are asked to draw graphs. Please use a straight edge and draw them as neatly as possible. Imagine the world relative to a small open economy. Draw three graphs in order to illustrate the initial conditions in the problem. The first graph represents the world’s loanable funds market. Illustrate the initial supply of loanable funds (Saving), initial demand for loanable funds (investment), and the initial equilibrium world interest rate (r*). Properly label the axes. Remember that...
Why are DNA sequences (or amino acid sequences encoded in genes ) such powerful characters for...
Why are DNA sequences (or amino acid sequences encoded in genes ) such powerful characters for use in cladistics?                                      A.)because each nucleotide in the sequence is a separate character, yielding millions of characters.                                                                        B.)DNA is the only rigorous way in which to assess evolutionary relatedness.                                C.)It yields inherently more robust characters.
Suppose that a connected graph without loops or parallel edges has 11 vertices, each of degree...
Suppose that a connected graph without loops or parallel edges has 11 vertices, each of degree 6. a. Must the graph have an Euler Circuit? Explain b. Must the graph have a Hamilton Circuit? Explain c. If the graph does have an Euler Circuit, how many edges does the circuit contain? d. If the graph does have a Hamilton Circuit, what is its length?
For each type of preference that follows, draw an indifference curve on a graph. In in...
For each type of preference that follows, draw an indifference curve on a graph. In in each case, indicate with an arrow the direction in which the upper curves are located. a) Normal preferences. b) Perfect substitutes. c) Perfect supplements. d) Good 1 is undesirable. e) Both goods are subject to saturation. f) Good 1 is subject to saturation, while good 2 is always desirable. g) We prefer the extreme baskets to the intermediate baskets. h) Good 1 is neutral....
Determine whether the following sequences converge or diverge. If a sequence converges, find its limit. If...
Determine whether the following sequences converge or diverge. If a sequence converges, find its limit. If a sequence diverges, explain why. (a) an = ((-1)nn)/ (n+sqrt(n)) (b) an = (sin(3n))/(1- sqrt(n))
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT