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Not yet possible, maybe later.

Acceleration is the first derivative of the speed by definition. So this comes back to a mathematical question.

When do we have a first derivative negative? The only possibility is that the function has a negative slope, meaning in the case of the object trajectory, that the object's speed is decreasing.

If you could have objects decelerating while speeding up you should also think about accelerating objects winding down and steady objects wandering abound. As this was not easy to find conceptual representation for such situations, God just said to objects "thou will stop speeding up when you have a negative acceleration, capito?"

<<>> The answer could be 'yes' if the body has a negative velocity as well as a negative acceleration (relative to a given system of coordinates). In that case the speed is increasing even though the acceleration is negative.

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Q: It is physically impossible for an object to have a negative acceleration and yet be speeding up?
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Related questions

What is positive and negative acceleration?

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


What is negative and acceleration?

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


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True or false Negative acceleration always means that a system is slowing down?

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