Can decreasing acceleration be negative acceleration ?

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SUMMARY

Decreasing acceleration can indeed be classified as negative acceleration, depending on the context. A decelerating body experiences negative acceleration when its acceleration vector opposes its velocity vector. For instance, if an object has an acceleration of -1 m/s² at time t=0 and decreases to -3 m/s² at t=3, it demonstrates both decreasing and negative acceleration. Conversely, an object with positive acceleration that decreases from 5 m/s² to 3 m/s² remains positive, illustrating that decreasing acceleration does not inherently imply negativity.

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Celluhh
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Can decreasing acceleration be negative acceleration ?
 
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Yes a decelerating body will have a negative acceleration.
 


No deceleration is constant not decreasing acceleration
 


Celluhh said:
Can decreasing acceleration be negative acceleration ?

Decreasing acceleration can be, but does not need to be, negative acceleration.

Example #1: decreasing and negative:

t = 0, a = -1
t = 2, a = -2
t = 3, a = -3

Example #2: decreasing and positive:

t = 0, a = 5
t = 1, a = 4
t = 2, a = 3
 


Yeah exactly I agree With you but my teacher insists that I am wrong and claims that decreasing acc cannot be negative acc. Whew ! At least someone has the same thinking as me .
 


Erm but for your first example acc is increasing right ?
 


@Celluhh
since, acceleration is a vector..it can be negative...

If the acceleration is against the velocity of the particle..then it is said to be a negative acceleration...
the sign "negative" simply indicates that acceleration is opposite to velocity vector...
the "negative" sign has nothing to do with the magnitude of the acceleration ...a negative acceleration just means that it is opposite to the direction of motion..
 

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