Precision during free-fall experiments.

AI Thread Summary
Greater precision in timing the fall of a ball is achieved with larger heights due to the concept of relative error. As the fall time increases, the percentage error from a fixed timer resolution, such as 0.01 seconds, decreases. This means that the longer the fall, the more accurate the timing becomes relative to the total time measured. Therefore, conducting free-fall experiments from greater heights enhances measurement precision. Understanding the relationship between height and timing accuracy is crucial for precise experimental outcomes.
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I'm not sure how to answer this question, so I'm turning to you guys for help.

The question, specifically, is: "When timing the fall of a ball, how would you achieve greater precision, with larger or smaller heights?"

Any help would you appreciated.
 
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Mathematically, in larger heights. It's all about relative error (which is the mathematical expression for precision). Imagine you have a timer that measures until 0.01 seconds then the greater the time you get is the smaller the % of it it will be 0.01.

Just tell if you don't see it ;)
 
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