Does air pressure affect the range of alpha particles in air?

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Air pressure significantly impacts the range of alpha particles in air, as higher pressure increases the density of air molecules, which in turn slows down the particles. The relationship between the range of alpha particles and air pressure can be expressed using the equation x = d * (p/q), indicating that the range is directly proportional to the ratio of the pressures. As the pressure decreases from 10^5 Pa to 10 Pa, the range of the alpha particles is expected to increase significantly due to the reduced number of air molecules. The discussion references relevant equations from a physics document that support this relationship. Overall, a lower air pressure results in a longer range for alpha particles.
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Homework Statement


We have an alpha particle moving in the air (p=10^5 Pa). Its range is "d". What would be the range if the pressure was q=10 Pa only.


Homework Equations


x=d*(p/q) ?


The Attempt at a Solution


I think the particle is slowed down the more the more is the number of molecules in the air. And the number of molecules is proportional to the pressures (from the ideal gas law). It seems to be too easy that the range will be incresed by the quotient of the pressures.
 
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