Can Torque and Angular Acceleration Be Used to Trick a Slot Machine?

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The discussion revolves around using torque and angular acceleration to theoretically manipulate a slot machine's lever for a desired outcome. Key concepts include the relationship between force, mass, and acceleration, as well as the importance of moments of inertia in calculating the necessary torque. The problem can be developed by analyzing the physical principles governing angular motion and the practical implications of applying calculated forces. While the scenario is unrealistic, it presents an engaging physics problem for a presentation. Overall, it offers a creative way to explore angular dynamics in a fun context.
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Hey, guys. Thanks for reading this.
I have to present some interesting angular acceleration problem in my physics class; please, tell me if this one is a good choice (if it's possible at all!). Something really bizarre, just made it up myself:

A gambler wants to trick a slot machine (old one, non-digital), applying certain calculated force on the lever, so as to get all the "fruits" on the reels. He knows all such values as angular acceleration, moment of inertia, etc. How to relate torque and angular acceleration here? In other words, how to develop this problem further? I know it's pretty unrealistic, but suppose we can neglect some facts for entertainment purposes.

Thanks in advance for any advice!
 
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This is an interesting problem and could make for an interesting presentation. To develop the problem further, you could start by breaking down the physical principles that govern angular acceleration. Specifically, you can discuss the equation F= ma (Force = Mass x Acceleration) and how it relates to torque and angular acceleration. You'll need to take into account moments of inertia and other physical parameters in order to determine the torque necessary to achieve the desired angular acceleration. You can then discuss the practical implications of applying this force on the lever, such as how much force would be required, how much acceleration will be achieved, and any other factors that might affect the outcome. Good luck!
 
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