Find the directed distances from the vertex to all other vertices of G.

Draw Edge List Structure, Adjacency List Structure and Adjacency Matrix Structure representation of the following graph: e23 3 e24 14 4

The popular ways to traverse a graph are   a. depth-first traversal   b. binary traversal   c. breadth first traversal   d. linear traversal   e. quadratic traversal

Required information NOTE: This is a multi-part question. Once an answer is submitted, you will be unable to return to this part. Consider the undirected graph. Identify the number of vertices in the given graph.

Analysis: (Describe the problem including input and output in your own words.) Design: (Describe the major steps for solving the problem.) Coding: (Go over your code step by step)  Testing: (Describe how you test this program).  In other words run your code with sample outputs Analysis of the problem: There is a rectangle with vertices a,b,c,d(let). The position of the vertices are : a=(-5,2.5) b=(-5,-2.5) c=(5,-2.5) d=(5,2.5) The centre of the rectangle is (0,0). Now a point x,y would be given by the user and the program concludes whether the point x,y is within the rectangle or not. The approach of the java code: Take the input of the 2D coordinates from the user. Check whether the horizontal distance is between -5 to 5 and the vertical distance is between -2.5 to 2.5. If the condition is true print the coordinate within the given rectangle. Otherwise print it is not in the rectangle. import java.util.*; class Main{     public static void main(String [] args){         Scanner…

a b X f d G1 = (V1, E1) G2 = (V2, E2)

Please do not give solution in image format thanku Design an algorithm which accepts a directed graph as input, and determines if there is a vertex within the graph from which all other vertices are reachable. The algorithm should run in θ(|v| + |E|)

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