14. DETERMINE THE REACTIONS AT A AND B OF THE TRUSS SHOWN ON FIGURE 13. 80kN D 3m 3m E 4 m 140kN 4m FIGURE 13. G 50kN 4 m H 70kN 14
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- Question: Determine the reactions of the truss shown in the Figure. 25KN 10oKN 3m 3 MQuestion: Determine the reactions of the truss shown in the Figure. 25KN A 3m B 10oKN 3MQy For the truss shown in Fig. (1) Find All reactions note: All Area of the members = 3 EI Constant A E 3m 10KN G 3m 10 F OTO 4m 4m
- 1. For frame presented in Fig. 1, calculate the reactions at the two supports under the applied load, spacing in meters. 2 kN/m 20 kN 20 kN Xa 10 kN Y₁¹ 45 +14+4+ 10 Fig. 1 Yb TL31 2 ←XbQuestion: Determine the reactions of the truss shown in the Figure. 4M JOKN 2m 2M 2m 2 mCalculate the support reactions of the truss shown in Figure E
- 3. The truss shown in Fig. 3 is supported on rollers at E and a hinge at F. Solve for the components Ev, Fv, and Fh of the reactions at these supports.Calculate values of the reactions at A and B, shown in Figure Q4Q3 Determine the horizontal and vertical components of reaction at the pins A, B, of the two-member frame shown in Fig. 3 3 kN\ m 10kN 4 3 C. 2 m 1m 1m 1.5 m A 2 m Figure 3
- Q#2 Determine the reactions on beam shown in figure7. Determine the reactions for the beam shown in Fig P-332 aivA pin-jointed plane truss shown in Figure Q1 is supported by a roller at point A and pinned at point G. Vertical point loads of 5 kN are acting downward at points B, C and D. As a structural engineer, you are responsible to check the stability and analyse all of the members in the truss. Q1 By using the appropriate method, check and elaborate the stability of the pin-jointed plane truss (a) (b) Determine all reactions at the supports