for problem 2, part b, perpendocular to rod ABC not ABD!
for problem 2, part b, perpendocular to rod ABC not ABD! Problem 1. The force P is applied to the cable at the frict...
2. (50 points) A uniform rod of length L and mass m is hinged to a wall at one end and suspended from the wall by a cable that is attached to the other end of the rod at an angle of B to the rod (see figure below). Assume the cable has zero mass. There is a contact force at the pivot on the rod. The magnitude and direction of this force is unknown. In this problem you will...
2. In Figure 2, the point D is midway between A and B. A force F of magnitude 200 N acts at D in the direction towards the point C. Find (i) the component of F in the direction DB and (i) a Cartesian vector description of the component of F that is perpendicular to DB 4 0 4 4 all dimensions in meters Figure 2
Question 2: (15 Point) The boom ABC is held in place by two cables and a ball-and-socket support at A. Force F = 0 i + F j + F k kN is applied at C. Ifthe tension in cable BE is 9-kN and tension in cable BD is 6.4-kN, determine the magnitude of the force Fand D the reactions at A. Weight of the boom is negligible. Do not use geometry .5 m- 1 m
Please solve all the questions. 120 N Question No. 1: A 120-N force is applied to the control rod AB as shown. Knowing that the length of the rod is 0.6 m: 1. Determine the moment of the force about point B by resolving the force into: a. components along AB and in a direction perpendicular to AB. b. horizontal and vertical components. 2. Determine the horizontal force at A which creates the same moment. Question No. 2: Knowing that...
A force F⃗ of magnitude F making an angle θ with the x axis is applied to a particle located along axis of rotation A, at Cartesian coordinates (0,0) in the figure. The vector F⃗ lies in the xy plane, and the four axes of rotation A, B, C, and D all lie perpendicular to the xy plane. A particle is located at a vector position r⃗ r→r_vec with respect to an axis of rotation (thus r⃗ r→r_vec points from...
Problem 2 For the truss shown in the figure, a) Identify the zero-force members. b) Determine the forces in members ij & ih by the k 200N 100N Method of Joints c) Determine the force in member df by the Method of Sections. (Specify whether Tension or Compression). 3 m 3m
Rigid bar ABC is 4 ft long and lies in the yz-plane. A hinge at A and cable CD support the bar. The hinge axis lies along the x-axis. (Due to the nature of this problem, do not use rounded intermediate values in your calculations-including answers submitted in WebAssign.) Determine the reactions the hinge exerts on the bar and the tension in cable CD. Point B, where F is applied to the rod, is 3 ft (measured along the rod) from...
Problem 3. Perpendicular Distance. Point S lies midway between points A and B. Determine the perpendicular distance between S and line of action of force F. The force Facts at O along the line OC am 27 5m 5m
Problem 3.2 Determine the moment around B from the cable, and the perpendicular distance from point B to cable AC Student ID Number: Given Length (ft) 10 Cy-5+C Tension in cable500 lbs Break force into their x, y, z components using unit vector uni AC vector Fx AX dz chec 2.Calculate moments of forces about (0,0) M-rxFrx ry rz Fz Mi Mk- Total M 3. Find the perpendicular distance from point A to the cable BC DistForce Problem 3.2 Determine...
To understand two different techniques for computing the torque on an object due to an applied force.Imagine an object with a pivot point p at the origin of the coordinate system shown (Figure 1). The force vector F⃗ lies in the xy plane, and this force of magnitude F acts on the object at a point in the xy plane. The vector r⃗ is the position vector relative to the pivot point p to the point where F⃗ is applied.The torque on the...