Two objects start at the same place at the same time and move along the same straight line. The figure below shows the position x as a function of time t for each object. (Figure 1)
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Two objects start at the same place at the same time and move along the same straight line. The figure below shows the position x as a function of time t for each object.
At point A, what must be true about the motion of these objects?
Both have the same speed.
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Two objects start at the same place at the same time and move in the same straight line and the image below shows location x as a time function t for each object are:
- To be sure, there are some laws of physics that say certain things cannot stay in one place at the same time.
- Perhaps the clearest example of this is Pauli's exclusionary principle that two electrons cannot coexist in the same cellular orbital.
- In this post, I will talk about the movement of two bodies in a straight line starting at different ends.
- The two bodies start in P & Q facing areas simultaneously and move to each other at speeds S (1) & S (2).
- They take the times T (1) and T (2) to reach their destinations.
- Two things start in one place at a time and move in the same straight line.
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