Answer the question using matlab and show your steps & work Read the example below carefully, understand how 3d quiver plots are generated. And answer the following twoquestions.% Define a 3D grid of points[x, y, z] = meshgrid(-5:1:5, -5:1:5, -5:1:5);% Define the components of the vector fieldU = -y.* exp(-0.1 * (x.^2 + y.^2 + z.^2));V = x.* exp(-0.1 * (x.^2 + y.^2 + z. ^2));W z. exp(-0.1 * (x.^2 + y.^2 + z. ^2));% Create a 3D quiver plotfigure;quiver3(x, y, z, U, V, W, 0.5); % 0.5 scales the vectors for better visualization% Customize the plottitle('3D Quiver Plot');Bxlabel('X-axis');ylabel('Y-axis');zlabel('Z-axis');axis equal;Question 5. What type of data format is suitable for 3D quiver plotting?Question 6. Please provide two engineering examples that 3D quiver plotting is most appropriate for. Pleaseinclude rationales for your choice.

Question 5: What type of data format is suitable for 3D quiver plotting?In 3D quiver plotting, the…

Answered: Read the example below carefully,…

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Use java Write a code to determine a geodetic number (gn) of given simple graph. Your input file(.txt) will have the following adjacency matrix: 4 0 1 1 1 1 0 1 0 1 1 0 0 1 0 0 0 So, the first line indicates total number of vertices of the given graph and following lines are the rows or adjacency matrix with at least one white space between the characters. Following is the graph for that matrix. For the sake of simplicity; for any graph with n vertices, you may assume that graph vertices are from 0 to n-1 or 1 to n. This would help you to create two-dimensional array for adjacency matrix.
In Java Script
NOTE: The algorithm should be written in pseudo code, (explanation of the algorithm rather than code)
Hi I need help writing a java program that implements Prim's algorithm. The imput of the program is given by the scanner with an undirected graph. First input line is the number of vertices, second input is the number of undirected edges. After that the input is a matrix of 3 by the number of undirected edges. The matrix firt 2 column contain the end points and the third column contains the weight . The output of the program is an integer representing the sum of all the edges that make up the minimum spanning tre. I have attach a picture for farther details. THANKS
Consider the following method. /** Postcondition: m is displayed in a rectangular matrix for example: 1 2 3 4 5 6 7 8 public static void displayMatrix (int [] [] m) for (int r = 0; r < m.length; r++) for (int c = 0; c < m.length; c++) System.out.print (m[r] [c] + " "); System.out.println (); Will method displayMatrixsatisfy its postcondition? Yes, but only if the row-size and col-size are identical, No, all the numbers will display in one column. Yes, all the numbers will display in a correct rectangular display. No, because the code will generate an IndexArrayoutofBoundsException error. No, all the numbers will display in one row. ОООО О
The purpose of this project is to assess your ability to (JAVA): Implement a graph abstract data type. The getDistance method should print the distance of all connected nodes/ vertices. A graph is a set of vertices and a set of edges. Represent the vertices in your graph with an array of strings: Represent the edges in your graph as a two-dimensional array of integers. Use the distances shown in the graph pictured here.Add the following functions to your graph class: A getDistance function that takes two vertices and returns the length of the edge between them. If the vertices are not connected, the function should return the max value for an integer. A getNeighbors function that takes a single vertex and returns a list of all the vertices connected to that vertex. A print method that outputs an adjacency matrix for your graph. Write a test program for your Graph class.
Implement code to Find all the possible triplets from the array that can form the triangle.
Computer Science Use only NumPy to create the Normalize Class: Image Normalization is a technique used to touch up images that are too dark or too light for the human viewing experience. Implement a version that outputs images with full dynamic range (0–255 pixel intensity). In other words, for each color channel (r, g, b), rescale the range of pixel values for that channel to include both 0 and 255. After normalizing, there should be at least one pixel with a red value of 0, at least one pixel with a red value of 255, at least one pixel with a green value of 0, etc. To normalize a list of numbers nums to the range 0–n, set nums[i] = (nums[i]−min(nums))/(max(nums)−min(nums))∗n for all i. Be careful! When max(nums) == min(nums), you should not touch that list (why?).
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Background: This assignment will help you further learn to use multidimensional arrays. You will need a 10x2 matrix for this problem. Consider 10 points on a map, You need to identify the distance between each point (or vertex). A vertex requires two pieces of information. An x,y coordinate (think longitude and latitude.) This is why you have a matrix of 10x2, each entry is the two values you will need. You can think of these points a cities, or friend's houses. We're only looking for a direct route (as the crow flies) not taking roads to make it simpler. You can find the distance between any two points by use of: sqr_root((x1 - x2)^2 + (y1 - y2)^2) You will need to fill your matrix with some random values. Then you will need to calculate the distance between each possible point, eventually displaying it on a matrix in output. Think something like: 1 2 3 4 5 1 0 8 12 4 6 2 8 0 7 .... 3 12 7 .... 4 4 ... 5 6 ... Hint:…
: Design and implement a text-based Minesweeper game. Minesweeper is the classicsingle-player computer game where an NxN grid has B mines (or bombs) hidden across the grid. Theremaining cells are either blank or have a number behind them. The numbers reflect the number ofbombs in the surrounding eight cells. The user then uncovers a cell. If it is a bomb, the player loses.If it is a number, the number is exposed. If it is a blank cell, this cell and all adjacent blank cells (up toand including the surrounding numeric cells) are exposed. The player wins when all non-bomb cellsare exposed. The player can also flag certain places as potential bombs. This doesn't affect gameplay, other than to block the user from accidentally clicking a cell that is thought to have a bomb.(Tip for the reader: if you're not familiar with this game, please play a few rounds on line first.)
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