Wierd question involving time and acceleration

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The discussion centers on a physics problem involving a jogger and a boat moving towards each other at different speeds. The jogger runs at 10 km/hr (2.77 m/s) while the boat moves at 20 km/hr (5.55 m/s). To determine how quickly the jogger approaches the boat, the concept of relative velocity is introduced, emphasizing that the two velocities can be combined to find their relative speed. The participants note that without additional information such as time or distance, the solution relies solely on the given velocities. Understanding relative velocity is crucial for solving the problem effectively.
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Homework Statement



A pedestrian is jogging on a path and sees a boat coming towards him. He's moving at 10 km/hr and the boat is moving at 20km/hr, how quickly does the jogger approach the boat?

Homework Equations



I'm guessing these:
Vf = vi + a * t
D = vi*t +1/2 a * t^2
Vf^2 = Vi^2 +2a * D


The Attempt at a Solution


well i converted the speeds to m/s
Jogger:2.77 m/s
Boat:5.55 m/s
other than that I've got no idea
I know we need a time and a distance and maybe acceleration?
 
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1. Draw a diagram with all the information you have from the problem. That should always be your first port of call.
2. Consider the information you're given (velocities) and the phrase in the question "how quickly does the jogger approach the boat?" With no other data than those two velocities, what quantity are you limited to being able to find? Do you know what 'relative velocity' means?
 
no we have not discussed relative velocity
 
look at the two velocities that are given to you. your only given velocities, no other information is given. not even distance or time.

relative velocity is when you compare an objects velocity to a relative object.

so for example, a poles velocity relative to the Earth is 0 m/s, whereas your velocity relative to the Earth could be 2 m/s. look at those two velocities, ask yourself "would they be coming at each other at a faster speed or slower?".
 
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