In some occasions, you will have to write an essay in the extremely short amount of time on the exam in college or high school. Also, you may be a little bit of a procrastinator, and find yourself in a situation when the paper is due tomorrow morning, and you have not even chosen the topic yet. Even though a last-minute essay cannot look as great as a work prepared successively and carefully within the whole time given, you still have a chance to submit a decent paper. The working process will require your full attention and a lot of effort, even if you are assigned a simple essay. However, if you learn the next few tips, the essay writing will seem significantly easier and feasible even when you are short on time.

Firstly, clean up your working space to get started. Make sure you have everything you need on the table, take a pen, a few sticky notes, your laptop, and read through the assignment requirements. In case no prompt is given, search for good essay topics, and pick a few uncommon and interesting ones you will be able to write about. Making a final choice, think which topic is the most relevant to your current studies and will not take too much to research.

Afterwards, look for the most trustworthy sources or the ones you are certainly allowed to use. If you are not sure, access the online library or any free services where you can look for the books and articles for your essay. Use sticky notes to write down the information and put them in front of you to see how much data has been gathered and if you need to continue researching. Reread these notes from time to time and cross out the info you do not find relevant anymore.

When you have the data you need to produce a quality work, it is crucial to think about the structure of the future paper. If you are not sure how to write an essay outline properly, check what your essay type is first. Each type is organized differently, so you need to look up the structure every time you are given an essay homework. You can also search for an example of the essay on your topic, and adhere to its outline. No matter what kind of essay you are going to write, it is important to start with a thesis statement. It should declare what problem you will review in the paper, and which facts or arguments you will use to do it professionally. As these arguments will be discussed in the main part of the essay, outline the body paragraphs and put down a few sentences with the rough description of each paragraph. Think of the way you will engage the reader in the introduction, and which thought will be conclusive for the paper. When the direction of the work is clear from the outline, use it to draft the first version of the essay.

If you are not used to model essay writing, do not worry - your draft should not necessarily look like a masterpiece. It is only the depiction of your thoughts, and as you will have them written down, it will be easier to create a good essay. There is no best way to write an essay, so trust the working methods you usually use. You may like taking short breaks once in a few minutes, or write everything in one sit - just make sure to keep the focus on writing and avoid the urge to call a friend or watch something online. Thus, you will finish the paper faster, and will not feel guilty for engaging in other activities afterwards.

Do not forget to go through the essay a few times after the completion. Everyone makes typos and mistakes by accident, but it is about you to find and fix them before your teacher does. If you need help with an essay editing, try asking a friend or a family member to read and analyze your work. Also, you can order editing services in case your paper needs to be perfectly polished so that you can submit an ideal essay and get an excellent grade.

As these steps are simple to follow, you will not have any problems coping with an essay on time. Try the whole procedure at least once, and you will not have to use any other tips preparing an essay paper during your studies!

What is the number of edges in the complete graph of vertices N?

A complete graph has an edge between any two vertices. You can get an edge by picking any two vertices. So if there are n vertices, there are n choose 2 = (n2)=n(nāˆ’1)/2 edges.

What is the maximum number of edges or lines that can be drawn for a graph with 10 vertices?

The total number of lines that can be drawn is C (10, 2) = 45. In other words, there are all together 45 ways to choose 2 different vertices out of the given 10 vertices. The handshaking theorem states that the sum of the degrees of an undirected graph is ___ the number of edges of the graph.

How many edges are in a connected graph?

The minimum number of edges for undirected connected graph is (n-1) edges. To see this, since the graph is connected then there must be a unique path from every vertex to every other vertex and removing any edge will make the graph disconnected.

How many edges are there in a complete graph with 8 vertices?

Therefore a simple graph with 8 vertices can have a maximum of 28 edges.

How many edges does a fully connected graph with N nodes have?

So a complete graph on n vertices contains n(n – 1)/2 edges and your question is equivalent to asking what value of n makes n(n – 1)/2 = 45. 10 x 9/2 = 45 so the answer is 10. If you pick any two vertices, there will be an edge between them (and a different edge for each pair.)

What is edges and vertices in graph?

A graph is a set of points, called nodes or vertices, which are interconnected by a set of lines called edges. The study of graphs, or graph theory is an important part of a number of disciplines in the fields of mathematics, engineering and computer science.

What is the maximum number of edges on a simple disconnected graph with n vertices Why?

The maximum number of edges in a graph with N vertices is NC2 (link). Note that, to remain unconnected, one of the vertices should not have any edges.

What is the maximum degree of any vertex in simple graph with n vertices?

n āˆ’ 1
11.1. 20 – In a graph with n vertices, the highest degree possible is n āˆ’ 1 since there are only n āˆ’ 1 edges for any particular vertex to be adjacent to. Therefore, in a graph with 5 vertices, no vertex could have degree 5.

What is the maximum number of edges?

The maximum number of edges in an undirected graph is n(n-1)/2 and obviously in a directed graph there are twice as many. If the graph is not a multi graph then it is clearly n * (n – 1), as each node can at most have edges to every other node.

What is the minimum number of edges in a connected graph with n vertices?

The minimum number of edges in a connected graph with n vertex is n-1 i.e. Tree.

How many edges are there in complete graph with 6 vertices?

For 3 vertices the maximum number of edges is 3; for 4 it is 6; for 5 it is 10 and for 6 it is 15.

What is the maximum number of edges present in a simple directed graph?

Discussion Forum

Que. What is the maximum number of edges present in a simple directed graph with 7 vertices if there exists no cycles in the graph?
b. 7
c. 6
d. 49

What is the maximum number of vertices in a connected graph?

A connected graph with m edges can have at most m + 1 vertices. Connected graphs with m edges and m + 1 vertices are necessarily trees. The maximum number of vertices in a connected graph with 17 edges is 18. so number of vertices is 6.

Which graph has the maximum number of edges?

A complete graph has the maximum number of edges, which is given by n choose 2 = n* (n-1)/2. Show activity on this post. Can also be thought of as the number of ways of choosing pairs of nodes n choose 2 = n (n-1)/2.

What is the total number of edges with n vertices?

Therefore, the total should be (n – k + 1) (n – k) / 2. Hope this helps! Show activity on this post. It is because maximum number of edges with n vertices is n (n-1)/2.

How many directed edges can an undirected graph have?

This is intuitive in the sense that, you are basically choosing 2 vertices from a collection of n vertices. This is the maximum number of edges an undirected graph can have. Now, for directed graph, each edge converts into two directed edges.