Why do field lines in 'Motion in a Straight Line' never intersect each other?
Answer
Because if they intersected, there would be two unique tangent directions of field vector at one point
The correct answer is Because if they intersected, there would be two unique tangent directions of field vector at one point — Intersections would imply two simultaneous directions for force at a single point, which is physically impossible.
Step-by-step solution
- The tangent to a field line at any point gives the direction of the net force vector at that point.
- Intersections would imply two simultaneous directions for force at a single point, which is physically impossible.
Concept tested: Field Line Properties
Published · How this solution was prepared and checked
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