MCQ Buddy
Search here...
  • Home
  • MCQ Feed
  • Add Question
  • Programming Portal
  • English Portal
  • Login
  1. Home
  2. Engineering
  3. Design and Analysis of Algorithms
  4. Question

M

Mr. Dubey • 100.69K Points
Coach

Q. Floyd Warshall Algorithm can be used for finding

  • (A) single source shortest path
  • (B) topological sort
  • (C) minimum spanning tree
  • (D) transitive closure
  • Correct Answer - Option(D)
  • Views: 209
  • Filed under category Design and Analysis of Algorithms
Share

Explanation by: Mr. Dubey
one of the ways to compute the transitive closure of a graph in theta(n3) time is to assign a weight of 1 to each edge of e and then run the floyd warshall algorithm.

You must be Logged in to update hint/solution

Discusssion

Login to discuss.

Related MCQs

Q. A user can access to the same or similar telecommunication services at different places

Q. When the memory allocated to a process is slightly larger than the process, then

Q. Application layer firewalls are also called ____________

Q. Which of the following are levels of design focus that can be used to categorize WebApp patterns?

Q. Two classes that express the same information is known as ______________

Q. Which two commands are required for basic OSPF configuration?

Q. Which category of users need not be aware of the presence of the database system?

Q. An Abelian Group satisfies the properties

Q. enables seamless integration of LoWPAN devices with internet leveraging.

Q. What is the difference between an active object and a passive object?


Question analytics

Share

Embed

WhatsApp

Facebook

Telegram

Download

Share in MCQ Buddy Groups

Share
Embed
Important Links
  • Browse All Categories
  • Subjects
  • Exams
  • Mock Test
  • Advance Search
  • Quiz
  • Duo Test
  • English Topics
Explore More Portals
  • UC Quiz
  • Hindi
  • State wise Portals
  • MCQ Buddy Lab
  • Engineering
  • Programming Portal
  • MB Shorts
  • NCERT Portal
  • Faculties Portal
  • Groups
  • Q & A
  • Spaces
  • Satya Sanatan
  • Keycrypt
Who we are?

We are nothing if we are alone. But we have a huge community of students who are helping you getting good study stuff free.

More Links
  • Download App
  • Advertise with us
  • Contact us
  • Youtube
  • Terms & Conditions
  • Refund Policy
  • Privacy Policy
  • Get the source code

Since 2020 - 2025 | Proudly Made with ♥ in India

Hosted on Hostinger