In a tug-o-war competition, Team A pull with a force of 800 N, and Team B, with a force of 1.2 kN.  State the magnitude and direction of the resultant of these forces.798.8 N in the direction of Team B400 N in the direction of Team B798.8 N in the direction of Team A400 N in the direction of Team A

A teacher organises a tug of war for a group of primary school students. The team on the left(blue team) pulls with a total force of 25 N to the left. The Team on the right(red team) pulls with a force of 28.5 N to the right. What is the net force and which team will eventually win?

John and Daniel are playing tug-of-war together. John is exerting 10 N of force. Daniel is exerting 12 N of force. What is their net force? A. 22 N in John's direction B. 2 N in John's direction C. 2 N in Daniel's direction D. 22 N in Daniel's directionRes

Using the concept and measurement of force, answer the following questions. 1. Consider Anna, Jen, and James playing a tug of war. Anna and Jen pull from the right side and James pulls in the opposite direction. If each of them can only exert the same force while playing, who will win the tug of war? What is the direction of the horizontal summation of forces acting on the rope the three of them are playing? _____________________________________________________________ _____________________________________________________________ 2. Consider your mother cleaning the living room. She wanted to move the picture frame to a different height, so she asked for your help. First she asked you to move the picture to a higher position, then she asked you to move it back to its original place, and finally she asked you to move it at a lower height. If you exerted the same force every time you move the picture frame. What is the direction of the vertical summation of force you exerted on the picture frame? _____________________________________________________________ _____________________________________________________________ 3. Which of the variables below equate to a Newton? a. 1 kg * m^2/s over s^3 b. 1 kg^2 * m(s) / kg (s^3) c. 1 kg^2 * m(s) / s^3

Two teams are playing tug-of-war. The number of people on both sides is given as input. After that, the weight of each person in the first team and the weight of each person in the second team are given. If the number of people in each team is not equal, two teams are not equal. If the number of people in each team is equal and the weight of each person in the first team matches the weight of each person in the second team, then print that the teams are equal.If the third person on the first team has a weight of 65, the third person on the second team also should have a weight of 65Explanation:33102030102030The first 3 are the number of people on team 1.The second 3 is the number of people on team 2Input format :The first n line of input consists of the number of people on team 1The second n line of inputs consists of the number of people on team 2Output format :The output prints whether the two teams are equal or not.Sample test cases :Input 1 :33102030102030Output 1 :Teams are equal.Input 2 :3410203010203040Output 2 :Teams are not equal.

Two tug boats are towing a large boat, of mass 15 000 kg, in an easterly direction in the channel towards the dock. The first tug boat is pulling with a force of F = 8000N 2 1 at an angle of 28° north of the forward motion and the second tug boat is pulling with a force of F = 8250N at an angle θ south of the forward motion. If there is a resistive force of 4200 N opposing the eastern motion of the large boat, calculate the easterly force acting on the large boat, to the nearest newton.