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A tug of war match is started, team 1 pulls with a force of 70 N, while team 2 pulls with a force of 75 N. What is the tension in the rope?
- a)75 N
- b)5 N
- c)145 N
- d)70 N
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
A tug of war match is started, team 1 pulls with a force of 70 N, whil...
- A force of 5 N would be the net force in one direction, not the tension in the rope.
- While it may be intuitive to think that pulling on either end of the rope may result in the two opposing forces adding together, this is not the case. The tension in the rope is not 145N.
- Tension is determined by the weaker of two forces. A helpful way to think about it is considering that if only one side of the rope is pulled, the tension in the rope is zero. It’s only by having a weaker opposing force that tension is created.
Most Upvoted Answer
A tug of war match is started, team 1 pulls with a force of 70 N, whil...
Calculation of Tension in the Rope:
- When two teams are engaged in a tug of war, the tension in the rope can be calculated by finding the difference between the forces applied by each team.
- Team 1 is pulling with a force of 70 N, and Team 2 is pulling with a force of 75 N.
- The tension in the rope is the difference between these two forces:
Tension = Force by Team 2 - Force by Team 1
Tension = 75 N - 70 N
Tension = 5 N
Therefore, the tension in the rope is 5 N.
Correct Answer:
- The correct answer is option D, 70 N. This is because the tension in the rope is equal to the difference between the forces applied by the two teams, which in this case is 5 N (75 N - 70 N).
- When two teams are engaged in a tug of war, the tension in the rope can be calculated by finding the difference between the forces applied by each team.
- Team 1 is pulling with a force of 70 N, and Team 2 is pulling with a force of 75 N.
- The tension in the rope is the difference between these two forces:
Tension = Force by Team 2 - Force by Team 1
Tension = 75 N - 70 N
Tension = 5 N
Therefore, the tension in the rope is 5 N.
Correct Answer:
- The correct answer is option D, 70 N. This is because the tension in the rope is equal to the difference between the forces applied by the two teams, which in this case is 5 N (75 N - 70 N).
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