1 Determine forces in the cable AC and strut AB using3 different approaches C- 1) Draw...
Please answer part #3 of the problem. Yes, there is a way to
solve part #3 please help
Determine forces in the cable AC and strut AB using 3 different approaches 1) forces. Write equilibrium equations in x and y direction. 2) sines. 3) reaction at B (use trig definition and Pythagoras theorem). Sum moments about A to find remaining reaction at C. Sum moments about C to check that equilibrium holds. Draw FBD of A. Use vector decomposition of...
Part A-Finding the tension in cable AC A weight of 175 lb acts at C on the strut. Find the magnitude of the tension in cable AC. Learning Goal: Express your answer to three significant figures and include the appropriate units. To apply the condition of equilibrium to three- dimensional systems and solve for unknown forces. View Available Hint(s) As shown, a mass is being lifted by a strut that is supported by two cables AC and CD. The dimensions...
Part A-Finding the tension in cable AC A weight of 175 Ib acts at C on the strut. Find the magnitude of the tension in cable AC Express your answer to three significant figures and include the appropriate units トView Available Hints) ▼ Learning Goal: To apply the condition of equilibrium to three-dimensional systems and solve for unknown forces. As shown, a mass is being lifted by a strut that is supported by two cables AC and CD. The dimensions...
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...
2. (i) Now draw another triangle ABC, with right angle at C, but this time fill in the sides AB and BC such that sin(A) = x/(x+3). (ii) Again, use the Pythagorean Theorem to find AC. (iii) Use your sketch to find sec(A)=? (iv) And tan(B) = ?
please do all the parts clearly and accurately
(20) The square beam AB, of length, L, and helght, h, in Fig. P3 is made of steel with an elastic modulus of E. Beam AB has an area moment of inertia, 1. A distributed load, w, is applied along the entire length. Note: The length is very large compared to the cross-sectional dimensions of the beam. Thus, assume bending loadings dominate Logically walk through the steps as requested in parts at...
1) Use equilibrium to solve for the unknown torque at Point C of
the problem in the Appendix. Sum moments about the X-axis and given
that the shaft is in equilibrium, determine the torque that must be
applied at Point C. You can assume that the shaft is not connected
to any other features although in a real-world application there
would need to be bearing that keep the shaft from ‘wandering off.’
But note that there are no ‘forces’ applied...
1) The three charges are at the three vertices of an equilateral triangle ?( all angles are 60 degrees) Equilateral side of the triangle 0.5 m a) Draw the forces acting ONLY-on q q 1 and q 2 b) Find the components of each force on X and Y axes C) Find the net force on X-axis and the y-axis 43 q2 d) Use Pythagorean Theorem to tind the resultant force e) Use tangent to find the direction (angle) the...
Section 1.3 Statics Review Example 1-1 FIGURE 1-6 Plane truss model 2P - c = 80° a As KOA = 60° - Og = 40° B The plane truss shown in Fig. 1-6 has four joints and five mem- bers. Find support reactions at A and B and then use the methods of joints and sections to find all member forces. Let P = 35 kips and c = 10 ft. Solution: Use the following four-step problem-solving approach. 1. Conceptualize...
Chapter overview 1. Reasons for international trade Resources reasons Economic reasons Other reasons 2. Difference between international trade and domestic trade More complex context More difficult and risky Higher management skills required 3. Basic concept s relating to international trade Visible trade & invisible trade Favorable trade & unfavorable trade General trade system & special trade system Volume of international trade & quantum of international trade Commodity composition of international trade Geographical composition of international trade Degree / ratio of...