Home / MCQ (Question-Answer) / Newcomb’s model of communication is

Newcomb’s model of communication is

Newcomb’s model of communication is

(A) Linear

(B) Oval

(C) Rectangular

(D) Triangular

Correct Ans: (D)

Explanation:

Newcomb’s model of communication is a triangular model that focuses on maintaining social balance and relationships. Unlike linear models, which show a one-way flow of information, this model highlights the interactive nature of communication.

Introduced by Theodore M. Newcomb in 1953, this model emphasizes how communication helps maintain equilibrium in social systems. It involves three key components: Sender (A), Receiver (B), and Topic or Environment (X). The relationship between A and B depends on their attitudes toward X. If both individuals share similar views on X, communication strengthens their bond. However, if their perspectives differ, communication helps resolve disagreements or adjust their relationship.

For example, in a news discussion, two friends (A and B) may share opinions about a political issue (X). If they agree, their friendship strengthens. If they disagree, communication plays a role in either finding common ground or creating conflict.

Newcomb’s model differs from other communication models because it highlights the role of social influence and balance. It shows that communication is not just about sending messages but also about maintaining relationships. This model is often applied in interpersonal and mass communication studies, especially in understanding group dynamics and social interactions.

In conclusion, Newcomb’s model is triangular because it connects two communicators with a shared topic or environment. It explains how communication maintains social balance by aligning or adjusting relationships based on shared or opposing views.

Assistant Professor
Dr. Ranjan Kumar

Founder & Educator

Leave a Comment

Your email address will not be published. Required fields are marked *

Free Demo Access

Unlock 2 Days Free Access

Complete this quick ₹0 process and start exploring JMC Study Hub resources in just 1 minute.

🎁 Valid for 2 Days | Cost ₹0
1

Visit Official Website

Go to www.jmcstudyhub.com

2

Login as Student

Click Student from the top menu and complete login/signup.

3

Or Use Android App

Download the app and follow the same student login process.

4

Select Free Demo Access

Choose Free Demo Access product with price ₹0.

5

Complete ₹0 Checkout

Finish checkout and enjoy free access instantly.

Ready to start?

Access resources, lectures, tests and scorecards for free.

Start Free Access
Quick process. Zero cost. Instant access.