Use graphs to find the set : [1, 3) ∪ (0, 4)

Q: The set of all points (e*, s) , where s is a real number, is the graph of Y =:

A: The set of all points is es,s  When we are substituting es as x coordinate we will get s as y…

Q: D By naming the vertices in order, state three different Aniongles. that are similar to each other.

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Q: Use graphs to find the set. (-5,0) N[-4,3]

A: Given: The given set is (-5,0)∩[-4,3]

Q: Use graphs to find the set : (-4, 0) ∩ [-2, 1]

A: We graph both intervals together on a number line. Concept used:  ∙ Point included⊙Point excluded…

Q: Express each interval in set-builder notation and graph:a. [-2, 5)    b. [1, 3.5]     c. (- ∞, -1).

A: For closed brackets the equality sign hold. For the open brackets the equality sign will not hold.…

Q: What is the degree of vertex E A.

A: The degree of a vertex is the number of edges incident with that vertex. To find the degree of a…

Q: Determine the domain and range of the following relations using set builder notation. а. b. 2. 3 1 2…

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Q: 2 > ]x – 4| X-1

A: Given,          2x-1≥x-4

Q: The cartesian product of graph is associativity?lf it's yes expalain why and give examples and prove…

A: The cartesian product of graph is not associative unless one of the involved set is empty.

Q: Use graphs to find set. (-3, 0)∩[-1, 2]

A: The given sets are We need to find the intersection of these two sets using graphs.

Q: Express each interval in set-builder notation and graph:a. (-1, 4]      b. [2.5, 4]     c. (-4, ∞).

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Q: Fill in each blank so that the resulting statement is true. If there are 10 edges in a tree, there…

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Q: Use graphs to find each set:a. [1, 3]⋂(2, 6)       b. [1, 3] ∪ (2, 6).

A: (a) Consider the given set as Graph of [1,3] Graph of (2,6) So, [1, 3]⋂(2, 6) is Thus,

Q: Assume you have a graph with vertex set V = {A, B, C, D, E} and edge set E = {CD, CB, DA, DB, EA,…

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Q: Define the sets A, B, C, D, and E as follows: • A = {x €R:x 2} ' = {x € R: |x| < 2} • C = Do the…

A: A = x∈IR : x&lt;-2B = x∈IR : x&gt;2C = x∈IR : x&lt;2A = x∈IR : x&lt;-2⇒x∈(-∞ , -2)A = (-∞, -2)B =…

Q: Denote the set using the listing method {x| x is reciprocal of a positive odd number

A: The set of positive odd numbers are as follows: 1,3,5,7,9,11,13,15,17,19,21,23,……… Given a real…

Q: find the domain and range in set builder notation. 6)

A: topic - Domain and range of a function domain: input values of a function range : output values of a…

Q: Use graph to find  set. (-2, 1] ∪ [-1, 3)

A: Given set is  (-2, 1] ∪ [-1, 3) The graph for the given set is as shown

Q: Use graphs to find the set : (- ∞, 5) ∪ [1, 8)

A: Given that -∞,5∪[1,8). First draw the graph of -∞,5 and [1,8).

Q: Given sets A and B, how many constant maps are there from A into B?

A: Given Set A and B Let |A| = m |B| =n

Q: Use graphs to find the set : [2, ∞) ∩ (4, ∞)

A: The given set is [2, ∞) ∩ (4, ∞).

Q: State whether each of the following set is finite or infinite:(i) The set of lines which are…

A: :Since we only answer up to three sub parts. We’ll answer the first three. Please resubmit the…

Q: Describe the set as a union of finite or infinite intervals { X : I 2x + 4 I &gt; 3}

A: Given set is x:2x+4&gt;3

Q: Express each interval in set-builder notation and graph: [-2, 5) b. [1,3.5] c. (-*, -1). а.

A: Given we have to express each interval in set builder form

Q: (A) If A = {x E R: – 1<x< 2}, B = {x € R: 0 < x < 1}, C = {x € R: 1< x < 2}, The sketch the graph of…

A: That's easy, have a look.  Have a great day!!!

Q: Use vertices to describe a path from vertex B to vertex G, passing through vertices A and I, as well…

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Q: Do What is the degree of vertex C?

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Q: attached, thanks

A: To describe the given locus (of z) graphically.

Q: Give your answer as a list of vertices, starting and ending at vertex A. Ex

A: Here first we start from vertex A , and go to the other vertex whose weight is least , then from…

Q: Based on the graph, find the set of all x-values for which the points P(x, y) are on the graph and Y…

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Q: Use graphs to find the set : (- ∞, 6) ∪ [2, 9)

A: The given set is -∞,6∪[2,9).

Q: Use graph to find set. [3, ∞)∩ (6, ∞)

A: We have to find set using graph for given interval notation: [3, ∞)∩6, ∞ Here there are two set…

Q: II. Answer each. 7. Suppose there are 10 points in a plane such that no three points are collinear.…

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Q: Determine which pairs of graphs below are isomorphic, by testing the smallest number of pairs.

A: By using triangle criteria for isomorphic graph's the solution is given as follows :

Q: Draw the Hasse diagram for R.

A:

Q: Use graph to find set. [2, ∞)∩ (4, ∞)

A: Use the graph to find [2,∞)∩(4,∞)

Q: Which vertices are adjacent to vertex A in the graph? B Which vertices are adjacent to vertex A in…

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Q: Using the definition of an open set, prove that the interval (0, 1) is an open set.

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Q: Let S1, S2, S3 be convex sets. Is their intersection nS, necessarily a convex set If 'yes' show, if…

A: A set S is convex if the line segment joining any two points lies in S That is  A set S is convex if…

Q: Find and graph each set:  (-2, 0) U (-1, 1)

A: We have to find and graph for the given set :(-2,0)U(-1,1).

Q: Use graphs to find the set : [3, ∞) ∩ (6, ∞)

A: Given: [3,∞)∩(6,∞)

Q: Use graphs to find the set : (-2, 1] ∩ [-1, 3)

A: Given: (-2,1]∩[-1,3)

Q: Consider the following sets V = {vo, V1, V2, V3, V4} and a set of vertices A simple graph can be…

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Q: A Identify the relation between the two circles in each exercise 1. 2. 4. 3.

A: 1) since the sum of the radii is equal to the distance between the centre of the two circle, so both…

Q: 1.

A: We have to find line of symmetry

Q: Use graphs to find each set:a. (1, 4) ⋂ [2, 8]      b. (1, 4) ∪ [2, 8].

A: 1, 4∩2, 8 Now the graph of 1, 4 is, The graph of 2, 8 is, From both the graphs, we can observe…

Q: Interpret the graph following in the context of (a) a number line (b) 2-Space (c) 3 - Space 1. Y= x…

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Q: How many edges are in the graph with n nodes where every pair of nodes are joined by an edge? Prove…

A: Given To find the number of edges are in the graph with n nodes where every pair of nodes are joined…

Set Theory

Every field in the present world involves a set. The theory of sets was developed by German mathematician Georg Cantor while working on the “problems of trigonometric series”.