Algebraic expressions for the amount of time that elapses

AI Thread Summary
To determine the time that elapses between collisions with wall B, the relevant algebraic expression involves the distance l and the speed v of the gas molecule. The time can be calculated using the formula time = distance/speed, leading to the expression t = l/v for the time taken to reach wall B. Since the molecule travels to wall B and back to wall A, the total time for a round trip is t_total = 2l/v. The discussion confirms that the equation does not depend on the mass of the molecule, focusing solely on distance and speed. The problem is resolved with the understanding that the time between collisions can be expressed as 2l/v.
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Homework Statement


A single gas molecule of inertia m is trapped in a box and travels back and forth with constant speed v between opposite walls A and B a distance l apart. At each collision with a wall, the molecule reverses direction without changing speed.Write algebraic expressions for the amount of time that elapses between collisions with wall B.

Homework Equations


Δp=-2mv

The Attempt at a Solution


i know that the equation does not depend on mv, and must involve l and v. I believe that the equation should be something along the lines of 2lv. can anyone work through this to make sure it is correct with me
 
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v is given in distance/time, so an expression for time would require distance divided by v to get units in time.
 
RUber said:
v is given in distance/time, so an expression for time would require distance divided by v to get units in time.
thank you i already solve the question on my own though
 
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