Consider the following graph. If b is the source vertex, what is the minimum cost to reach f vertex? 10 1 3. 8 6. 1 8. 9. 4 O 6 d. 2.
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- Determine the following information from the graph providedcan you illustrate both part a and b on the graph above pls. and ensure that this answer is correct tooConfirm your answer from question 7 by using Desmos to create a single graph that shows both and with their domain restrictions. Provide a screenshot of your graph with the intersection point(s) marked.
- answer the following question based on given graph Q-What can one conclude from it? What is the possible result? Is it significant or not?Q1- What is the minimum distance between points C and F? Q2- Which of the following is a Hamiltonian Circuit for the given graph? Q3- What is the length of the Hamiltonian Circuit described in Q2? Q4- Which vertex in the given graph has the highest degree?Which Point is not on te graph of the eqaution y=10+x
- The weight or cost of a path in a weighted graph is the sum of edge weights of a path. The shortest path from a vertex s to a vertex t is the least cost path from s to t. Given the graph below, which of the following path from s to t is the shortest path?What is misleading about the way the following graphs are constructed?Can you do the graph for part B of the quuestion?
- Suppose the graphs of f(x) = x2 and g(x) = 2 x are drawnon a coordinate grid where the unit of measurement is1 inch. Show that, at a distance 2 ft to the right of the origin, the height of the graph of f is 48 ft but the heightof the graph of g is about 265 mi.With the graph provided can you help find parts (a) & (b) of this problem?From the graph above determine the vertex sequence of the shortest path connecting the following pairs of vertex and give each length:D.) U & Xe.) V & W