Oriented Graph Questions For Gate

8 GATE Questions a What is the commonly known traversal of graphs that can be obtained from the sub-graphs generated by Program Explore? 2 b Show that the time complexity of the procedure is Ov e for a graph with v vertices and e edges, given that each vertex can be accessed and removed from LIST in const time.

These previous year's questions help you understand the question patterns followed by GATE that directly help a candidate in scoring good marks in GATE. Given below is the link to year-wise GATE Previous Question Papers GATE CSE Previous Year Question Papers. These GATE CSE question papers span over 25 years, along with their official

The graph shown below 8 edges with distinct integer edge weights. The minimum spanning tree MST is of weight 36 and contains the edges A, C, B, C, B, E, E, F, D, F. The edge weights of only those edges which are in the MST are given in the figure shown below. The minimum possible sum of weights of all 8 edges of this graph is _____.

GATE Overflow contains all previous year questions and solutions for Computer Science graduates for exams like GATE, ISRO, TIFR, ISI, NET, NIELIT etc. Previous GATE Questions in Graph Theory 1. 14 14 votes. 2 2 answers. 13.5k. 13.5k views. GATE CSE 2024 Set 2 Question 7.

20.Previous year GATE questions with solutions - Free download as PDF File .pdf, Text File .txt or read online for free. The document contains multiple graph theory questions from previous GATE exams. It asks about topics like Hamiltonian cycles, chromatic number, planar graphs, minimum spanning trees, degrees of vertices, and more. The questions test understanding of basic graph

The chromatic number of a graph is the minimum number of colours used in a proper colouring of the graph. The chromatic number of the following graph is _______ GATE CSE 2024 SET-2 Discrete Mathematics

Gate MCQ Questions on Unit IV-Graphs - Free download as PDF File .pdf, Text File .txt or read online for free. The document discusses properties related to graphs and graph algorithms. It contains 15 multiple choice questions with explanations about graph traversal, minimum spanning trees, topological sorting, single source shortest path algorithms, planar graphs and other graph concepts.

Graph Theory's Previous Year Questions with solutions of Discrete Mathematics from GATE CSE subject wise and chapter wise with solutions. ExamSIDE Powered by ExamGOAL Graph Theory Discrete Mathematics GATE CSE. Marks 1. 35. Marks 2. 51. Marks 5. 2. Start Practice. Marks 1. 1.

GATE Overflow contains all previous year questions and solutions for Computer Science graduates for exams like GATE, ISRO, TIFR, ISI, NET, NIELIT etc. Unacademy practice question based on graph theory. Total number of regular graphs of degree 2 on 12 vertices.a 6 b 7 c 8 d 9 . Nisarga k. 155 views. asked Mar 6.

A non-planar graph with minimum number of edges has 9 edges, 6 vertices i.e K3,3. Ques 4 Maximum number of edges in a planar graph with n vertices is _____ GATE 1992. Ans 3n-6. Solution Max no of edges in connected, planar, simple graph with n vertices is 3n-6. Ques 5 How many perfect matching are there in a complete graph of 66 vertices