Is there a difference between negative acceleration and retardation

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Homework Help Overview

The discussion revolves around the concepts of negative acceleration and retardation, exploring whether they are distinct or synonymous terms within the context of physics. Participants are examining the definitions and implications of these terms, particularly in relation to motion and direction.

Discussion Character

  • Conceptual clarification, Assumption checking

Approaches and Questions Raised

  • Participants are questioning the relationship between acceleration, velocity, and direction, particularly when a body is moving in a negative direction with decreasing velocity. There is an exploration of how acceleration is defined as a vector quantity and its implications for motion in different directions.

Discussion Status

The discussion includes various interpretations of acceleration and retardation, with some participants providing insights into the vector nature of acceleration and its relationship to speed and direction. There is acknowledgment of the complexity of these concepts, and while some guidance has been offered, no explicit consensus has been reached.

Contextual Notes

Participants are navigating the definitions of acceleration and retardation within the constraints of their understanding and are referencing external resources for clarification. The discussion reflects a mix of theoretical exploration and practical examples related to forces and motion.

PhysicsStudnt
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Kindly elaborate on the difference between negative acceleration and retardation...if they are different
 
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Say if body is moving backwards / in negative direction and with a decreasing velocity, do we consider it as negative(negative (acceleration)) = positive acceleration...?
 
Acceleration is a vector quantity and its sign is given with respect to the chosen positive direction. Retardation or deceleration is connected to speed. A body decelerates if it slows down, that is, its speed is decreasing.
The acceleration is positive when a body travels to the negative direction with decreasing speed. Remember that acceleration is defined as (change of velocity) over (time taken): a= (v(t+Δt)-v(t))/Δt at the limit Δt→0. Both v and a are vectors.
If the body travels along the negative x axis, v(t)<0. If it decelerates, |v(t+Δt)|<|v(t)|, so v(t+Δt)>v(t). (v(t+Δt)-v(t))/Δt >0

ehild
 
Thank you Ehild for helping me out with my doubt...i also reffered some youtube videos...what i infered was that, if acceleration occurs in the same direction of velocity, and displacement, the particle will speed up...and if its moving in negative direction, all 3 quantities are bound to be negative...but when acceleration is in the direction opposite to the motion, or velocity, the particle will slow down...that is when we call it retardation...
And i believe it is connected with net unbalanced force...when net unbalanced force is in opposite direction of motion, the particle is eventually bound to slow down and stop...and if net unbalanced force is in the same direction as that of motion, the particle will gain more speed...and that could be in the negative direction too...
This is what i infer...
once again thank you soo much for the timeyou spent in answering my question...god bless you...
 
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