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Yes. Imagine a ball on a rigid pole being swung around, and slowing down. It's tangential velocity is positive but it's tangential acceleration is negative

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14y ago
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12y ago

Yes, if the velocity is changing.

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Q: Is it possible to have positive instantaneous tangential velocity and negative instantaneous tangential acceleration?
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Related questions

What does acceleration mean as a science term?

It's the change in velocity, the rate of change (derivative) which is instantaneous velocity. Acceleration can be positive or negative, meaning increased or decreased velocity respectively.


Can there be a positive acceleration and a negative acceleration?

Yes, acceleration can be positive and negative because acceleration is a vector. It has both direction and magnitude. The direction is what makes it positive or negative. Negative acceleration is usually called deceleration.


What is positive and negative acceleration?

Positive acceleration = speeding up. Negative acceleration = slowing down.


What is positive acceleration negative acceleration?

Positive is speeding up and negative is slowing down


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Positive acceleration = speeding up. Negative acceleration = slowing down.


Does a softball have a positive or negative acceleration when it is thrown?

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Positive acceleration ==> speeding up Negative acceleration ==> slowing down


How is a negative acceleration different from a positive acceleration?

Actually, it depends on how you define the coordinate axes, but usually when moving forward, negative acceleration decreasesspeed, positive acceleration increasesit.


Does acceleration have a negative or positive value if the velocity is increasing speed?

In this case, acceleration is positive. Negative acceleration would cause the object to slow down (decelerate.)


Is retardation positive or negative acceleration?

Retardation or deceleration is negative acceleration. It is opposite to the direction of velocity.


When can you used the positive acceleration due to gravity and negative acceleration due to gravity?

If you define the "up" direction as "positive", then the acceleration is negative, because it is downward. If you define "down" as positive, then acceleration is negative. You can use any convention; just be sure to be consistent within a particular calculation, to avoid errors.


What is the minimum acceleration for a particle in simple harmonic motion obeying x equals acos2t?

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