Solve for Support reactions (A and B)
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- Repeat Problem 11.2-3 assuming that R= 10 kN · m/rad and L = 2 m.Q5/A) From the figure below, determine the reaction force at pin C. A 000 0.6 m 10 kN 0.6 m 0.8 m 60° 0.4 m 6 kN OBThe lifting arm shown below needs to lift a weight of 4 (N). Assuming the links are weightless, determine the magnitude of the force being applied by the pin at B on the lifting arm to the nearest hundredth of a newton. 10Em) 6icm- 150 A Servo Horn Arm 4 (W) 'Servo
- The force P3 to make it to equilibrium in kN is The Stress in section 1 in N/mm2 is The Compressive Stress in section 2 in N/mm2 is The stress in section 3 in N/mm2 is The total change in length in x10-3 mm isPractice Problem 3: Solve for the resultant force. F = 500 lb 30 45° F= 800 lb3-4 Sketch a free-body diagram of each element in the figure. Compute the magnitude and direction of each force using an algebraic or vector method, as specified. F=400 N. 30° B 60° 2 1.9 m 0 9 m C D 60° E x
- 5) Find the forces developed at pins E. E -1.5 m 4 kN/m D -1.5 m- B 2 m C 5 kNFind all the non-zero components of internal reaction forces in section a-a. If you select wrong answers, you will have negative score in this question. 200 mm 200mm D 400 N 800 NThe cable carrying three 400-N loads has a sag at C of hC = 14 m. Calculate the following: 26.1 The magnitude of the tensile force in segment AB is Blank 1 N. 26.2 The magnitude of the tensile force in segment BC is Blank 2 N. 26.3 The magnitude of the tensile force in segment CD is Blank 3 N. 26.4 The magnitude of the tensile force in segment DE is Blank 4 N.
- In the following armor find the forces in the members CD, KD and JK of section 1-1 indicated in the figure.6-29E. For the crane system of Figure 6-27, determine the hydraulic cylinder force required to lift the 2000-lb load. A O 2.5 ft 45° B # 2000 lb CYLINDER 75° Figure 6-27.5 - note: ignore weight of the bar.A) ( - 6/7)T(CB) + A(y)=0 (A=reaction force at A, A(x), A(y), A(z) are components of force A)B) (2/7)T(CB)+A(x)=392 (A=reaction force at A, A(x), A(y), A(z) are components of force A)C) A(x)=2A(y) (A=reaction force at A, A(x), A(y), A(z) are components of force A)D) A(x)=5A(z) (A=reaction force at A,A(x), A(y), A(z) are components of force A)