3. Using the METHOD OF JOINTS, determine the forces in members AC, BC, BD, CD and CE of the truss in Figure 2 and indicate whether each of these members is in tension or compression. As usual, show any free-body diagram(s) (including all essential components), and clearly annotate all calculations. A C E 220° 1 m 25 KN В 1 m Figure 2. [ans.: FAC = 51.29 kN (tension); FBC = -22.73 kN (comp); FBD = -16.07 kN (comp) FCD = 16.07 kN (tension); FCE = 35.22 kN (tension)] %3D %3D 00

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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3. Using the METHOD OF JOINTS, determine the forces in members AC, BC, BD, CD and CE of
the truss in Figure 2 and indicate whether each of these members is in tension or
compression. As usual, show any free-body diagram(s) (including all essential components),
and clearly annotate all calculations.
A
C
E
220°
1 m
25 KN
D
1 m
1 m
Figure 2.
[ans.: FAC = 51.29 kN (tension); FBC = -22.73 kN (comp); FBD = -16.07 kN (comp)
FCD = 16.07 kN (tension); FCE = 35.22 kN (tension)]
%3D
%3D
%3D
%3D
Transcribed Image Text:3. Using the METHOD OF JOINTS, determine the forces in members AC, BC, BD, CD and CE of the truss in Figure 2 and indicate whether each of these members is in tension or compression. As usual, show any free-body diagram(s) (including all essential components), and clearly annotate all calculations. A C E 220° 1 m 25 KN D 1 m 1 m Figure 2. [ans.: FAC = 51.29 kN (tension); FBC = -22.73 kN (comp); FBD = -16.07 kN (comp) FCD = 16.07 kN (tension); FCE = 35.22 kN (tension)] %3D %3D %3D %3D
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