Archived Momentum science experiment help

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A ninth-grade student is conducting a science fair project using a homemade marble shooter to explore momentum. The experiment involves shooting marbles of varying weights through a tube to hit a book, observing the marble's rebound. Key challenges include calculating momentum, as the marble's speed decreases quickly due to friction, making accurate measurements difficult. The discussion highlights that the elasticity of the impact will influence how much momentum is transferred to the book. Overall, the experiment may not effectively demonstrate momentum due to these complications.
Illumination
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Hello, I am a ninth grade student in high school and I have a science fair project experiment idea. There will be a homemade marble shooter made with a rubber band. the rubber band will be pulled about half of a foot back and will propel a marble through a tube. the marble will hit a book and the marble's momentum will cause it to roll back. The distance of away from the book to the marble shooter will be a foot. The levels of independent variable will be marbles with completely different weights. This experiment will be used to find out momentum. How do I calculate do momentum for this experiment. Remember I am a ninth grader so please don't get too technical.
 
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Illumination said:
the marble's momentum will cause it to roll back.
No, the elasticity of the impact with the book will make the marble roll back.
If it rolls back very little, nealy all the momentum has been imparted to the book, making it move a bit. But to find the momentum we need its mass and how fast it started moving. This is difficult because the speed will be small and very quickly fall to zero due to friction.
In short, this is not an effective way to find momentum.
 
Illumination said:
Remember I am a ninth grader so please don't get too technical.
Now that you're a freshman in college we should be able to discuss this on a more technical level. :)

P.S. Welcome to Physics Forums.
 
The book claims the answer is that all the magnitudes are the same because "the gravitational force on the penguin is the same". I'm having trouble understanding this. I thought the buoyant force was equal to the weight of the fluid displaced. Weight depends on mass which depends on density. Therefore, due to the differing densities the buoyant force will be different in each case? Is this incorrect?

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