draw the displacement time graph its are practically not possible
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To Draw:
Displacement-Time graphs that are practically not possible .
Concept:
In order to understand the practically impossible Displacement-Time graphs we need to understand the basic characteristics of "displacement".
Displacement denotes the shortest distance between the starting and stopping point.
- It is a vector quantity
- It has both magnitude and directions.
- It can be negative, zero or positive.
So , with these characteristics , we can say that any object cannot have two displacement magnitudes at the same
time.
A circular or closed polygonal Displacement-Time graph is not possible practically because that object cannot have 2 displacements at the same specified time.
Refer to the attached diagram.
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Answer:
Impossible thing in displacement and time graph is
graph never be parallel
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