Question

a simplified model of a tug of war scenario is shown here. a student is designing an experiment to test the impact of unbalanced forces using the scenario shown. which of these modifications to the scenario is correctly matched with its correct outcome? select all that apply. a if force 1 is 75 n and force 2 is 95 n, there will be no winner of tug of war. b if force 1 is 75 n and force 2 is 50 n, the winner of tug of war will be the player on the left. c if force 1 is 25 n and force 2 is 50 n, the winner of tug of war will be the player on the left. d if force 1 is 50 n and force 2 is 80 n, the winner of tug of war will be the player on the right. e if force 1 is 75 n and force 2 is 150 n, the winner of tug of war will be the player on the right.

Explanation:

Step1: Understand the concept of unbalanced forces

In a tug - of - war, the side with the greater force wins. If $F_1$ is the force exerted by the left - hand player and $F_2$ is the force exerted by the right - hand player, when $F_1>F_2$, the left - hand player wins; when $F_1 < F_2$, the right - hand player wins.

Step2: Analyze option A

If $F_1 = 75$ N and $F_2=95$ N, since $F_1

Step3: Analyze option B

If $F_1 = 75$ N and $F_2 = 50$ N, since $F_1>F_2$, the left - hand player wins. So option B is correct.

Step4: Analyze option C

If $F_1 = 25$ N and $F_2 = 50$ N, since $F_1

Step5: Analyze option D

If $F_1 = 50$ N and $F_2 = 80$ N, since $F_1

Step6: Analyze option E

If $F_1 = 75$ N and $F_2 = 150$ N, since $F_1

Answer:

B. If force 1 is 75 N and force 2 is 50 N, the winner of tug of war will be the player on the left.
D. If force 1 is 50 N and force 2 is 80 N, the winner of tug of war will be the player on the right.
E. If force 1 is 75 N and force 2 is 150 N, the winner of tug of war will be the player on the right.