Task 5 (EquI ium of rigid Body): For the beam that is shown in Figure 5: a) Determine the moment of the 800N force about point A b) Draw the free body diagram of the shown beam. (Knowing that the support at A is pin and at B is rocker) c) Determine the support reactions on the beam at the pin A and at the rocker at B, knowing that the rigid body (the beam) is under equilibrium. (neglect the weight and the thickness of the beam). 800 N 200 N.m AB A 30° 6 m -2 m Figure 5

Task 5 (EquI ium of rigid Body): For the beam that is shown in Figure 5: a) Determine the moment of the 800N force about point A b) Draw the free body diagram of the shown beam. (Knowing that the support at A is pin and at B is rocker) c) Determine the support reactions on the beam at the pin A and at the rocker at B, knowing that the rigid body (the beam) is under equilibrium. (neglect the weight and the thickness of the beam). 800 N 200 N.m AB A 30° 6 m -2 m Figure 5

Glencoe Physics: Principles and Problems, Student Edition

1st Edition

ISBN:9780078807213

Author:Paul W. Zitzewitz

Publisher:Paul W. Zitzewitz

Chapter9: Momentum And Its Conservation

Section: Chapter Questions

Problem 6STP

See similar textbooks

Similar questions

Calculate the torque using the moment arm. (Only using a vertical line and ruler.) Trial 1: 4.54 kg Hint: Show your work, as usual, start with the equation in symbols, then put in the numbers with units all the way through. If you don't know how to use the equation formatting please handwrite your calculation and upload the image (upright and cropped appropriately).
PLEASE PUT SOLUTION (WHY) // WHY THE REASON OF THAT ANSWER (?) 1. What should be done to increase the generated torque on a bar, with one end fixed to a point, without increasing the applied force? A. Make the moment arm shorter. B. Increase the weight of the moment arm. C. Move the axis of rotation closer to the point where force is applied. D. Increase the length of the moment arm. 2. How will the generated torque change if you move the axis of rotation from the middle of a bar to its left end, given that the applied force is applied at its right end? A. Torque will be doubled. B. Torque will increase 1.5 times the original. C. Torque will remain the same. D. Torque will be halved.
An 80-kg contruction worker is standing on a 6.0-m-long, 15-kg plank that is parallel to level ground and is supported by a pivot at each end. The worker is standing 2.0 m from the right pivot as shown in the diagram below. If the system is in static equilibirum, what is the force acting on the right pivot?
In the diagram below, the distributed loading w = wo sin(θ), measuredper unit length, acts on the circularly curved rod. Determine the internal normal force, shear force, and moment in the rod at θ = 60°
Kindly show the complete step-by-step solution. I hope the picture of the asnwer will be clear. Please see the attached photo for the given problem. I will rate you with “like/upvote” after if its clear and understandable.
SUBJ.:DYNAMICS OF RIGID BODIESSOLUTION PLEASE
A horizontal 4.0 m long 5.0 N uniform bar at one end is attached to a wall by a frictionless hinge; and at the middle of the bar there is a vertical cable pulling down 7.0 N, and at the middle of the bar there is also a cable that is at 45 ° to the horizontal pulling up as shown. ii) What is the magnitude of the horizontal component of the force on the bar due to the hinge?
Calculate the internal force required by the biceps brachii to hold the elbow in 90° of flexion for each example. Show your work.
Help me please is for today (a) draw the free-body diagrams for the entire assembly (or structure) and each of its parts. Neglect friction and the weights of the members unless specified otherwise. Be sure to indicate all relevant dimensions. For each problem, (b) determine the total number of unknown forces and the total number of independent equilibrium equations.
Rank the pictured torques on a solid beam from most negative to most positive. The black dot in the beam is a fixed pivot axis which is located at the very end of the beam (notice that c, e, and f have different pivots!). You may assume that forces are either applied at the end or the center of the beam. Angles that appear to be 90 degrees, are 90 degrees. If torques are equal in magnitude, please indicate this. If any of the torques are zero, please indicate this.
Describe about Angular Momentum of a Rigid Body.
An saw blade starts from 5 rad/s and accelerates at 3 rad/s2 and covers 252 rad. Determine the time it takes. Note, the formula will still have t and t2 so it's a quadratic equation, and we can use the quadratic formula. POSTED IN IMAGES Steps: Simplify as much as possible and arrange in descending order - that is, get everything on one side of the equation with a zero on the other side and rearrange the terms so that t2 comes first, t comes second and the constant term is last the quad formula has a, b, and c which are the coefficients of the t2 term, the t term and the constant term including the positive or negative signs example: If 4 = 2 t + 1/2 (8) t2 Simplify 1/2 (8) = 4, subtract 4 from both sides and rearrange the terms to get 0 = 4t2 + 2t - 4 now a = 4, b = 2, c = -4 plug these into the quadratic formula and get the two solutions, one when we use the + and the other when we use the - in the formula, just before the square root. Usually we want the positive solution…