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In a tug-of-war contest, two men pull on a horizontal rope from opposite sides. The winner will be the man who
  • a)
    Exerts greater force on the rope
  • b)
     Exerts greater force on the ground
  • c)
    Exerts a force on the rope which is greater than the tension in the rope
  • d)
     Makes a smaller angle with the vertical
Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
In a tug-of-war contest, two men pull on a horizontal rope from opposi...
The greater the force exerted on the ground, the greater is the reaction and therefore the greater pull will be given to the rope.
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Community Answer
In a tug-of-war contest, two men pull on a horizontal rope from opposi...
Explanation:
When two men pull on a rope from opposite sides, the tension in the rope increases. This tension is transmitted throughout the rope and is equal at all points in the rope.

The winner of the tug-of-war contest will be the man who exerts greater force on the ground. This is because the force that each man exerts on the rope is transmitted to the ground through their feet.

When a person pulls on a rope, the force they exert on the rope is equal to the tension in the rope. This is because the rope is in equilibrium and the forces acting on it are balanced.

The angle that a person makes with the vertical does not determine the winner of the tug-of-war contest. The winner is determined by the force they exert on the ground.

Therefore, the correct answer is option 'B' - the man who exerts greater force on the ground.
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