Officer overtaking soldiers (tricky problem)

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AI Thread Summary
The problem involves an officer inspecting a column of soldiers marching at a constant speed, with the column advancing a distance d while the officer travels from the tail to the head and back. The challenge is to determine the total distance traveled by the officer in terms of the column length L and the distance d. The original poster expresses frustration over the inability to solve the problem without introducing additional variables like speeds. Suggestions indicate that introducing new variables can be acceptable if they can be eliminated later in the solution process. The discussion centers on finding a clear method to approach the problem without overcomplicating it.
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Homework Statement


I'm completely stumped by a simple sounding problem in my mechanics class. It's not for credit, but I'm frustrated and want to see if I can figure it out with some hints.

A column of soldiers has length L and is marching in a straight line at constant speed. An officer at the tail of the column rides forward to inspect the soldiers and when he reaches the head of the column, he reverses direction and returns to the tail. By the time the officer finishes his inspection, the column has advanced a distance d. What is the total distance traveled by the officer? Assume that the officer's speed is constant throughout the inspection.

Answer should be in terms of L and d.

2. The attempt at a solution

I've thought of everything I can, but I haven't found a way of solving this problem which doesn't introduce new terms such as the velocities of the officer and the soldiers. Any help??
 
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FatheadVT said:

Homework Statement


I'm completely stumped by a simple sounding problem in my mechanics class. It's not for credit, but I'm frustrated and want to see if I can figure it out with some hints.

A column of soldiers has length L and is marching in a straight line at constant speed. An officer at the tail of the column rides forward to inspect the soldiers and when he reaches the head of the column, he reverses direction and returns to the tail. By the time the officer finishes his inspection, the column has advanced a distance d. What is the total distance traveled by the officer? Assume that the officer's speed is constant throughout the inspection.

Answer should be in terms of L and d.

2. The attempt at a solution

I've thought of everything I can, but I haven't found a way of solving this problem which doesn't introduce new terms such as the velocities of the officer and the soldiers. Any help??

Adding new variables isn't so bad if you can eliminate them again.
 
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