Question

In: Physics

Consider a tug of war between two teams. Why is it impossible for either team to...

Consider a tug of war between two teams. Why is it impossible for either team to pull harder on the rope than the other? If pulling on the rope harder than the opponent is impossible, why is it possible for a team to still win?

Solutions

Expert Solution

PLEASE GIVE A THUMBS UP!!

It is impossible for either team to pull harder on the rope than the other because the tension force at any point of the rope will be same.When a team pulls the rope, the rope pulls the team. This was Newton's third law. When both teams pull in opposite directions, they often don't exert equal forces; the stronger team exerts a larger force. So the two forces don't balance each other and the rope accelerates towards the stronger team. The weaker team experiences a net force pulling them. This force is the sum of (i)The reaction by the rope and (ii) The friction force between the rope and the team members' hands. Both the teams are held at their place by the friction between the ground and their feet. If the pulling force as mentioned above exceeds this friction, the losing team experiences a net force and accelerates, i.e. falls down.


Related Solutions

2. Consider a two-team league in which the teams play 100 games. The large market team...
2. Consider a two-team league in which the teams play 100 games. The large market team gets gate revenue 12w – (w2/20) if it wins w games while the small market team gets 8w – (w2/20) if it wins w games. There are no other sources of revenue. i) Find the equilibrium number of wins for each team and the marginal cost of a win. ii) Suppose that there is revenue sharing, with each team keeping 50% of its revenue...
Consider the scenario where two teams are looking to trade. The acquiring team can offer a...
Consider the scenario where two teams are looking to trade. The acquiring team can offer a high price or a low price. The trading team can offer a high quality player or a low quality player - the acquiring team can't differentiate between these player types before the trade is completed, though they can figure it out later. The table reflects the payoffs to each strategy for each team. Offer High Price Offer Low Price Trade High Quality Player 200,000...
What is the difference between a team and a group? Teams are groups, but what makes...
What is the difference between a team and a group? Teams are groups, but what makes them unique? Their unity? Their focus on group goals? The interdependence among members? TASKS (A-E): A. Think of various teams you, or a family member of yours, have been a member. Examples of teams could be any of the following: workgroup in a business setting sports team military squad medical team are all good examples of the kinds of groups to investigate. B. After...
Two teams are simultaneously competing in a programming competition. The time it takes team 1 to...
Two teams are simultaneously competing in a programming competition. The time it takes team 1 to solve the set of programming tasks is uniformly distributed between 5 and 10 hours. For team 2, the time is uniformly distributed between 7 and 10 hours. (a) Find the probability density function (pdf ) of the completion time for the entire competition. Assume independence between the completion times in both teams. (b) Find the expected competition completion time.
Teams A and B play in a basketball tournament. The first team to win two games...
Teams A and B play in a basketball tournament. The first team to win two games in a row or a total of three games wins the tournament. What is the number of ways the tournament can occur? 14 12 8 10 How many different rearrangements are there of the letters in the word BUBBLE? 60 100 120 80 How many ways are there to arrange all the words in this tongue twister? CAN YOU CAN A CAN AS A...
Two teams A and B are playing against each other in a tournament. The first team...
Two teams A and B are playing against each other in a tournament. The first team to win 3 games is the champion. In each of the games, A has a probability of 0.25 to win, independent of the outcome of the previous games. Let random variable X represent the number of the games played. (b) compute the PMF Px(x) (d) During the tournament, team A was not able to win the tournament after the first 4 games. Compute the...
briefly explain why ethical inquiry is either impossible or very different than commonly believed if psychological...
briefly explain why ethical inquiry is either impossible or very different than commonly believed if psychological egoism is true. Articulate the most powerful challenge you can to psychological egoism. In the course of doing so, raise an objection to your own argument on behalf of an intelligent psychological egoist. Then respond to that challenge.
(URGENCY!!) In a volleyball game between two teams , A and B, the game will be...
(URGENCY!!) In a volleyball game between two teams , A and B, the game will be over if a team wins two out of three sets. In any set, team A has a 60 percent chance of winning the sets. (You may use a computer to calculate the inverse matrix. All other calculations must in in your answer page) a.   Model this game as a Markov chain. Hint: Use (WA, WB) as the states where WA is the number of...
In a volleyball game between two teams , A and B, the game will be over...
In a volleyball game between two teams , A and B, the game will be over if a team wins two out of three sets. In any set, team A has a 60 percent chance of winning the sets. Model this game as a Markov chain. Hint: Use (WA, WB) as the states where WA is the number of sets A wins and WB is the number of sets B wins. For example state (1,0) means A won 1 set...
(URGENCY!!) In a volleyball game between two teams , A and B, the game will be...
(URGENCY!!) In a volleyball game between two teams , A and B, the game will be over if a team wins two out of three sets. In any set, team A has a 60 percent chance of winning the sets. (You may use a computer to calculate the inverse matrix. All other calculations must in in your answer page) a.   Model this game as a Markov chain. Hint: Use (WA, WB) as the states where WA is the number of...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT