What would the acceleration-time graph of throwing up a ball look like?

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The acceleration-time graph of a ball thrown straight up would initially show positive acceleration as it is propelled by the thrower's hand. Upon release, the graph would depict a sudden change to negative acceleration due to gravity, resulting in a discontinuity if air drag is neglected. The nature of the graph can vary depending on whether air resistance is considered and how the force exerted by the hand is modeled—constant or variable. If air drag is included, the graph may not be linear. Understanding these factors is crucial for accurately depicting the acceleration-time relationship during the ball's motion.
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This isn't a homework problem but rather a question I am having a hard time finding an answer to using google.com.

I have a ball in in my hand. I throw it straight up as hard as possible into the air. What would the acceleration-time graph look like as the ball is being accelerated then released by my hand.

I'm having trouble picturing what the acceleration-time graph would look like the instant the ball switches from being accelerated by my hand to being accelerated by gravity? Does it instantaneously change from being a positive acceleration w.r.t. the thrower to being a negative acceleration w.r.t. the thrower?

Where are some good links that would show this graphically?

Thanks
 
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Well as you know it depends whether we are considering air drag too, it could be linear or not. Also it depends on modeling the force you exerted, if it's constant or variable (is there an empirical equation for it?). If it's constant and air drag is neglected there would definately be a discontinuity.
 
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