A vertical force of 2627 N (2xyzN) is applied at the top of a statically determinate truss as shown in Figure 2. The equilibrium of forces in the vertical direction at Point 2 can be written in the...


A vertical force of 2627 N (2xyzN) is applied<br>at the top of a statically determinate truss<br>as shown in Figure 2. The equilibrium of<br>forces in the vertical direction at Point 2 can<br>be written in the following form<br>F, sin(30°) = –V½<br>%3D<br>a. Write the remaining complete set of<br>equilibrium equations for both horizontal and<br>vertical dire<br>5. Express all equations in matrix form.<br>c. Determine F1, F2, and F3.<br>ions at all points.<br>| 2xyz N<br>90°<br>F,<br>F3<br>H 2<br>30<br>60%<br>F2<br>Figure 2<br>

Extracted text: A vertical force of 2627 N (2xyzN) is applied at the top of a statically determinate truss as shown in Figure 2. The equilibrium of forces in the vertical direction at Point 2 can be written in the following form F, sin(30°) = –V½ %3D a. Write the remaining complete set of equilibrium equations for both horizontal and vertical dire 5. Express all equations in matrix form. c. Determine F1, F2, and F3. ions at all points. | 2xyz N 90° F, F3 H 2 30 60% F2 Figure 2

Jun 11, 2022
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