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The breaking strength of the rope has to be stated in terms of the "tension" in the rope, and that has to be the 800N quoted here. If the ends of the rope are pulled in oppposite directions with a force of 500N on each end, then the tension in the rope at any point is 1000N, and yes, it will break.
The direction of tension in a rope always runs both ways and parallel to the rope.
No. Length has nothing to do with the strength. The strength of a rope is found in the strength of the material, the thickness of that material and in the numbers of strands of the material that are interwoven. Length is not a part of the equation of strength. However, if you were to break a large number of short and long ropes, the short ropes will be stronger on average. This is due to the fact that the chance of a defect on a long rope is higher than the chance of a defect occurring on a short rope.
Neglecting the weight of the rope itself, the tension will be 100 newton in any part of the rope.
In that case (ignoring the weight of the rope, for simplicity), the tension at any point of the rope will also be 100 N.
The breaking strength of the rope has to be stated in terms of the "tension" in the rope, and that has to be the 800N quoted here. If the ends of the rope are pulled in oppposite directions with a force of 500N on each end, then the tension in the rope at any point is 1000N, and yes, it will break.
The direction of tension in a rope always runs both ways and parallel to the rope.
Neither tensile strength nor compressive strength is inherently "stronger." Some materials are stronger in tension; other materials are stronger in compression. For example, rope is much stronger in tension than in compression, but concrete is much stronger in compression than in tension.
No. Length has nothing to do with the strength. The strength of a rope is found in the strength of the material, the thickness of that material and in the numbers of strands of the material that are interwoven. Length is not a part of the equation of strength. However, if you were to break a large number of short and long ropes, the short ropes will be stronger on average. This is due to the fact that the chance of a defect on a long rope is higher than the chance of a defect occurring on a short rope.
Assuming you meant two forces, the tension will be 200N.
the buckets will rotate. it is also likely that the rope will break, the buckets will fall, and the water will spill, mainly depending on the strength of the rope and size of the water-filled buckets
Neglecting the weight of the rope itself, the tension will be 100 newton in any part of the rope.
In that case (ignoring the weight of the rope, for simplicity), the tension at any point of the rope will also be 100 N.
the tension in rope is equal to the sum of the two forces
Tension
the force of tension in the rope, which is delivered to the object to which the opposite end of the rope is attached
a rope.