45° B. 1000N
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A: Given: Give an example of a dynamic equilibrium & explain
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- what would the average force be on the pier exerted by the ship?The rectangular framework is subjected to the following non-concurrent system of forces: a 30lb- force below the origin, a 20lb-force 3ft above the origin and making an angle of 30°NE, a 100lb-force with a horizontal distance of 3ft and a vertical distance of 4ftfrom the origin and making an angle of 45° NW, a 60lb force with the same distance like the previous force but along the positive x-axis, and a 100lbs force 4ft to the right of the origin and making an angle of 60° SW. Determine the magnitude and direction of the resultant, as well as its moment arm relative to the origin.A tutor told me that the answer to 1b was 10N but I don't understand why it would be 10N for the tension. If that is correct could someone break it down for me?
- (a) What is the minimum force of friction required to hold the system of the figure below in equilibrium? Let w, = 100 N and w, = 35.0 N. (b) What coefficient of static friction between the 100 N block and the table ensures equilibrium? (c) If the coefficient of kinetic friction between the 100 N block and the table is 0.21, what hanging weight should replace the 35.0 N weight to allow the system to move at a constant speed once it is set in motion? N W2In a two-dimensional equilibrium problem, you have three equilibrium equations. What are they?Please don't provide handwritten solution.....
- If a system is balanced and not moving, the sum of the forces: O depends on the angle of gravity is up, in the y-direction is to the side, in the x-direction is zeroYou hang a mass of the right side of an equal arm balence and then pull on the hanger with your hand to keep it balanced. (a) if you pull on the left side of the balance do you have to pull up or down to keep the balance in equalibrium? b) if you pull on the right side of the balance do you have to pull up or down to keep the balance in equalibrium?Question 1) The system shown is in equilibrium. If the weight of the box is 1000 N, then find the magnitude of F₁ and 0. 600 N 30° 400 N X