Consider the following sets:               A={2,4,5} B = {4,9,10,12} C = {1,3,8,9,10,12,14}   I) Find all the elements of the set C\ (AUB):  II) Find | C\ (AUB) | III)Let R is a relation on the set A = { 2, 4, 5}, with: R:A×A, write the resulted set R ?

Q: for cach of the following func hons fin), show a function gn) such that Olguni) aud providk a pr of…

A: Answer is given below.

Q: How many minimal keys this relation has? A B C DE F G 1 4 4 4 2 4 3 2 5 4 4- 2. 4- 2. 3. 4. 2. 3. 4-…

A: Given that how many minimal keys this relation has? actually it required 6 keys to give a relation…

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A: To create a Pushdown Automaton (PDA) that recognizes the language of strings consisting of the…

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A: Symmetric:   It is defined as, any arrow from one vertex to another will always go along with…

Q: Suppose we define a relation on the set {strings in A} by making aRb = length(a) = length(b) %3D…

A: А  binаry  relаtiоn  R  defined  оn  а  set  А  is  sаid  tо  be  reflexive  if,  fоr  every…

Q: A = {1, 2, 3, 4, 5, 6, 7, 8} Select the sets that form a partition of A. ☐ {4,6,7} ☐ {4} {2, 4, 6,…

A: A partition of a set is a collection of disjoint subsets whose union is the original set. In other…

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A:

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A: code- L=[(1,1),(2,2)]S=[1]def is_reflective(L, S):    for i in S:        if (i, i) not in L:…

Q: How many elements does each of these sets have where a and b are distinct elements? a. ? ({?, ?,{?,…

A: Definition

Q: construct a Playfair matrix with the key "largest"

A: The Play-Fair algorithm uses a 5x5 matrix of letters called Playfair square or Wheatston-square,…

Q: Use gnu octave

A: def series_value(): u_prev_prev = 0.2 # u_1 u_prev = 0.5 # u_2 u_curr = 0…

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A: -3an-1 + 4an-2 = -3(0) + 4(0) = 0 = an So sequence an=1 is a solution of the recurrence relation. b)…

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A: To express the composition of relations T and U (T o U) in ordered pair notation, we need to…

Q: Additional Topics: Topological Sort A strict order relation can be represented by a directed acyclic…

A: a. First : CS 111, CS 141, CS 151, CS 261, CS 211, CS 251, CS 362, CS 361, CS 342, CS 301, CS 401…

Q: def transitiveclosure(g):     """computes the transitive closure of a graph/relation encoded as as a…

A: According to the question below the solution:   Output:

Types of trees

A tree data structure is a non–linear structure that stores data hierarchically. It can be defined as a group of objects, called nodes. The nodes are linked with edges. Trees begin with a root node which leads to children nodes. The last children nodes (endpoints) are called leaf nodes, and they do not have children nodes.