14. (4 pts) Draw a picture of the directed graph using: ((a, b). (b, b). (b,...
4. Give the directed graph of a relation on the set ( x,y,z that is a) not reflexive, not symmetric, but transitive b) irreflexive, symmetric, and transitive c) neither reflexive, irreflexive, symmetric, antisymmetric, nor transitive d) a poset but not a total order e) a poset and a total order
need explain to detail. the graph is on the second picture is on the second picture C) Given the following graph of the poles in a complex plane obtain: a. b. 1. The characteristic polynomial İfapplicable compute ,a,,r,t" (Time to reach steady state) and a Ifthe system has a unit step input. what will be the final value xss? Draw the equivalent electrical system. Draw the equivalent mechanical system. d. e. 10T 2 E-2 12 -10 -10 -8 4--2 0...
Discrete Mathematics. Let A = {2,4,6,8,10}, and define a relation R on A as ∀x,y ∈ A,xRy ↔ 4|(x−y). (a) Show R is an equivalence relation. (b) Give R explicitly in terms of its elements. (c) Draw the directed graph of R. (d) List all the distinct equivalence classes of R.
Draw a picture of a directed network based on the following adjacency matrix: A B C D E F G А о 1 1 o o o o в о о 1 1 o o o с o o o 1 1 o o o o o o o 1 1 E o o o o o 1 F 1 o o o o o 1 G 1 1 o o o o o
Hi, this is an automata question, please both Write and Draw a graph for this turing machine, with detailed explanation. Thank you in advance! Let a directed graph be a tuple (V, E) where V & N a set of edges (with natural numbers as names), and E is a relation in V. For example, ?(1,2},{(1,1),(1,2),(2,1),(22)? is a directed graph, as is ?{},{}?, as is <(1,33},{(1,1),(33, 33». Write a TM that accepts on any valid directed graph description, over the...
3. (a) Let R be a binary relation on the set X = {1,2,3,4,5,6,7}, defined by R= {(1,3), (2,3), (3, 4), (4,4),(4,5), (5,6), (5,7)} (1) (6 pts) Find Rk for all k = 2, 3, 4, 5,... (2) (3 pts) Find the transitive closure t(R) of R by Washall's algorithm and draw the directed graph of t(R).
4. (25 pts, 25/6 pts each) Let X and Y be random variables of the continuous type having the joint p.d.f. f(x, y) = 8xy,0 £ x £ y £ 1. 1) Draw a graph that illustrates the domain of this p.d.f. 2) Calculate the marginal p.d.f.s of X and Y. 3) Compute 4) Compute 5) Write out the equation of the least squares regression line and draw it in a graph. 6) If your calculations are correct, in 3)...
Q6: 20 pts) For the directed graph assigned to you, run the Depth First Search algorithm. (a) Clearly show the order in which the vertices are pushed and popped. (b) Clearly write the list of edges and their classification into one of the four categories as determined using DFS. (c) Determine whether the directed graph assigned to you is a DAG or not? If it is a DAG. write the topological sort of the vertices.
(4)1. Draw a directed graph represented by the given adjacency matrix 0 1 0 1] 1 01 0 (4)2. If possible, draw a graph with vertices having degrees: 4,3,3,3,2,1.
1. (4 pts) Identify the dominant (strongest) intermolecular force present for each substance. Draw a picture to illustrate these interactions between molecules. a. Acetone (structure shown to right) b. A solution of CaCl2 in water C. SF6 H3C_^CH3 d. HOF Acetone