MCQ Buddy
Search here...
  • Home
  • MCQ Feed
  • Add Question
  • Programming Portal
  • English Portal
  • Login
  1. Home
  2. Engineering
  3. Communication Engineering
  4. Question

G

Gopal Sharma • 38.32K Points
Coach

Q. Equivocation is the

  • (A) conditional entropy
  • (B) joint entropy
  • (C) individual entropy
  • (D) none of the mentioned
  • Correct Answer - Option(A)
  • Views: 512
  • Filed under category Communication Engineering
Share

Explanation by: Gopal Sharma
shannon uses a correction factor called equivocation to account for uncertainty in the received signal. it is defined as the conditional entropy of the message x given y.

You must be Logged in to update hint/solution

Discusssion

Login to discuss.

Related MCQs

Q. Which of the following is black-box oriented and can be accomplished by applying the same black-box methods discussed for conventional software?

Q. In protocol the information is directly written into the main memory.

Q. The eccentricity of a center in a tree is defined as ______ of the tree.

Q. In vectored interrupts, how does the device identify itself to the processor?

Q. A property can be declared inside a namespace or a procedure.

Q. Who are the persons involved in a Formal Review? i. Manager ii. Moderator iii. Scribe / Recorder iv. Assistant Manager

Q. Which of the following is correct system design process ?

Q. The ______ method when used in the method field, leaves entity body empty.

Q. The term GIGO is related to

Q. According to ISO 9001, inspection and testing comes under which management responsibility?


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