Explain why we know it is impossible to re-draw the graph below so that it is...
I really don’t understand number three. I know why it is
irreducible. But I don’t know how to do the rest of it. And since I
can’t do three I can’t do four. And since I can’t before I cant do
five. help me please.
Show that QV2): Q1 3. (We ve looked at uus previoes 2. [Q(Vz, 3): Q(V2)] = 2. Q(2) and use it to show that Explain why x2 +3 is irreducible over 3. Then, apply the...
(A) True or False, and explain! (30%) 1. It is impossible to explain why workers have the same productivity have different wage in a frictionless labor market. 2. If a person decreases working hour when his or her wage increase, we know that there is no substitution effect. 3. If a labor market has only one buyer of labor, we called it a monopolist. 4. The reservation wage of an unemployed worker is usually zero. 5. A wage increase would...
We all know that opposites attract . . . so explain why a positive charge (or a negative charge for that matter) attracts a non-charged object.
14) For the graph below, if the graph does not have an Euler circuit, explain why not. If it does have an Euler circuit, describe one by a sequence of vertices. 15) For each of the graphs below, determine whether the graph has an Euler trail. If so, find one and give it as a
8. For each of the following, either draw a undirected graph satisfying the given criteria or explain why it cannot be done. Your graphs should be simple, i.e. not having any multiple edges (more than one edge between the same pair of vertices) or self-loops (edges with both ends at the same vertex). [10 points] a. A graph with 3 connected components, 11 vertices, and 10 edges. b. A graph with 4 connected components, 10 vertices, and 30 edges. c....
Can you explain your answer to each question so I can better
understand.
The odd graph, Ok, is a graph with vertices that are the k-element subsets of (1,2,...,2k+ 5. 17. Two vertices in Ok are adjacent if and only if they are disjoint sets. (a) Draw O2 (b) What is the degree of each vertex? (c) Prove that in O2 if two vertices are not adjacent to each other, then they share a common neighbor (that is, they are...
Discrete Math
Create a graph with 4 vertices of degrees 2, 2, 3, 3 or explain why no such graph exists. If the graph exists, draw the graph, label the vertices and edges. To answer the question in the box below, write the vertex set, the edge set, and the edge-endpoint function as shown on page 627 of the text. You can copy (Ctrl-C) and paste(Ctrl-V) the table to use in your answer if you like. Vertex set- Edge set...
Explain question 4 and 5.
ort answers: Explain briefly. Draw a graph if helpful Why do economists represent the Production Possibility Frontier (PPF) as a concave I bowed out') curve? comer cice for roducono c e che resour way he re best suited for. Explain what economists mean when they state that the labor Market and the Capital Market demands are derived demand. The des - What do economists mean when they introduce the term opportunity cost Opportunity cost decision...
I need help to know how to solve 5) and 7)
please explain how to solve. thank you
+ V - - V5 + + Vs - Α Ι 2KΩ III, 2ΚΩ + <6ΚΩ 10kΩ DO05 [5] Write down the KVL expressions in terms of Vs, V1, V2, V3, V4, Vs, and Vo for each of the six loops, La, LB, Lc, Lp, LE, and Lf. These loops are shown in the circuit diagram, Figure 3b, above. Start at the...