Which of the following graphs show a jump discontinuity? (Select all that apply)

Q: Determine whether the two graphs are equivalent.

A: Two graphs are equivalent if they have the same sets of the vertices and the same set of edges. In…

Q: Find whether the following graph is bipartite or not. Explain your answer by your own. b) vs VA

A: A graph is a bipartite graph if its vertex set can be partitioned into two sets such that no two…

Q: Draw a loop from vertex G. What is now the degree of G?

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Q: Determine whether the following graph is bipartite or not. Justify your answer either by giving a…

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Q: Which of the following

A: a) The period of the function is greater than 2π. We can see in the graph that the crest and trough…

Q: Which of the following graphs show a jump discontinuity? (Select all that apply)

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Q: Draw any graph that is not simple.

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Q: (i) Verify the Hand-Shaking Theorem for the graph Go. a

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Q: Are the following graphs Linear, Quadratic, or Exponential?

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Q: Use the Handshaking Lemma to show that a graph G always has an even number of vertices with odd…

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Q: The following graphs are isomorphic Select one: True O False

A: The graph are given above in the question.

Q: hat is the d

A: Given,          f(x)=(0.5)(0.5)x

Q: Which of the following graphs show a removable discontinuity? (Select all that apply)

A: We have to find the graphs which shows a removable discontinuity . We know that ,  In removable…

Q: can yoyu do this without a graph by doing the math itself?

A: As per the description we have to solve the given problem without using any graphs.

Q: 2. 1. DUKAS 3.

A: Suppose we are tracing the graphs from left to right. While tracing graph 1, we have to stop the…

Q: Which of the following graphs represents x = -3?

A: Question: Which of the following graph represent x= -3 ?

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

A: The given set is [2, ∞) ∩ (4, ∞).

Q: hich graph appears to contain all the orderad pairs in this rolation?

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Q: Based on the piecewise graph, which is the domain?

A: To find: The domain of the function: Concept used: Domain: All the input values of the function for…

Q: what is K-connected of a graph ? And give an example

A: Definition: A graph is said to be K- connected graph or K edge connected graph if after removed less…

Q: 11. Are the following graphs isomorphic? Explain how you know. U2 V2 V5 V3 V4

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Q: Show that the graph contracts to the utilities graph

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Q: Create a graph for the following:

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Q: What is the transitive closure of the following graph? a

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Q: Out(4) G3. List the set of vertices for the graph above:

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Q: Whose graph is shown below.

A: Let the function in the graph be y=f(x)

Q: Are the following graphs isomorphic? Justify..

A: We clearly see that the first graph, say G1 contains two 3-cycles [one the smaller inside and the…

Q: Which of the following graphs show a removable discontinuity. (Select all that apply)

A: For removable discontinuity,   limx→af(x)  exists but f(a) not defined. For non removable…

Q: The given graph below is strongly connected b. Select one: True False

A: Strongly connected graph

Q: Give an example of obtaining the complete graph?

A: A graph is a complete graph if  each pair of graph vertices is connected by an edge. The complete…

Q: This is a walk that has no repeated vertex. Answer:

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Q: Which graph is the imverse of y =

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Q: State whether the graph of – 4 has infinite discontinuity, jump discontinuity, point discontinuity,…

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Q: 2. Determine if the following two graphs are isomorphic. а) b)

A: (a) let us suppose  graph 1 graph 2 we have to find if graph is isomorphic or not

Q: a. Prove that the sum of the degrees is equal to twice the number of edges. b. Check whether it is a…

A: From the graph Degrees of a = 5  b = 6 c = 3 d = 6 As a ,b and d have loop which contribute to two…

Q: (c) A complete graph with two connected components.

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Q: 4. Is the following graph strongly connected? If not, is it weakly connected? 1

A: Digraph: strongly and weakly connected

Q: State whether the following statement is true or false. Justify your answer with a short proof or a…

A: Given:- Every even graph is regular.

Q: which one is derative of original graph and explain why with steps

A: We can determine the graph of derivatives by the slope of the original function

Q: Are the following 2 graphs isomorphic? Discuss your answer with appropriate reasoning.

A: Given two graphs. From the first graph, d(u1)=3d(u2)=3d(u3)=2d(u4)=2d(u5)=3d(u6)=3

Q: Are the ff. two graphs isomorphic? Us 46 O False O True

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Q: Are the ff. two graphs isomorphic? 一 一 一 1. 1. 1. 1. -

A: To find Are the ff. Two graphs isomorphic.

Q: Prove that the graph below is non-planar.

A: Given the graph:           Prove that the graph is non-planar.

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

A: Given: [3,∞)∩(6,∞)

Q: Give an example of a non-planar graph that is not homeomorphic to K5or K3,3.

A: We can solve this using definition of planar graph.

Q: Select the graph which satisfies all of the given conditions.

A: f'(-3)=f(2)=0 The points where first derivative is zero -3 and 2 are critical points where maximum…

Q: Suppose that a town has 7 bridges as pictured below. Create a graph and use it to determine if there…

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Q: The independent value is never used in reading a graph. O True O False

A: True

Limits

When it comes to calculus, limits are considered to be a very important topic of discussion. The main importance of limit lies in expressing the value of a function as it gets closer to a certain value. Also, limits can help you to understand other topics, such as continuity and differentiability better. In a broader sense, every calculus notion is a limit. Other branches of calculus have also been derived from limits.