Using the method of joints, calculate the force in each member of tthe truss shown. State whether each member is in tension or compression. C 200 kN 30° В 60° 30° 6 m O Forces: AB=200 kN (C), AD=173.2 kN (T), BD=173.2 kN (C), BC=D100 kN (C), CD=173.2 kN (T) O Forces: AB=100 kN (T), AD=175.2 kN (C), BD=175.2 kN (T), BC=D200 kN (T), CD=175.2 kN (C) O Forces: AB=200 kN (T), AD=173.2 kN (C), BD=173.2 kN (T), BC=100 kN (T), CD3D173.2 kN (C) O Forces: AB=200 kN (C), AD=173.2 kN (C), BD=173.2 kN (C), BC=100 kN (C), CD=D173.2 kN (T) O Forces: AB=100 kN (C), AD=175.2 kN (T), BD=175.2 kN (C), BC-200 kN (C), CD=175.2 kN (T)

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
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Chapter2: Loads On Structures
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Using the method of joints, calculate the force in each member of tthe truss shown. State whether each
member is in tension or compression.
200 kN
30°
В
60°
30°
A
6 m
O Forces: AB=200 kN (C), AD=173.2 kN (T), BD=173.2 kN (C), BC=100 kN (C), CD=173.2 kN (T)
O Forces: AB=100 kN (T), AD=175.2 kN (C), BD=175.2 kN (T), BC=D200 kN (T), CD=175.2 kN (C)
O Forces: AB=200 kN (T), AD=173.2 kN (C), BD=173.2 kN (T), BC=100 kN (T), CD=D173.2 kN (C)
O Forces: AB=200 kN (C), AD=D173.2 kN (C), BD=173.2 kN (C), BC=100 kN (C), CD=173.2 kN (T)
O Forces: AB=100 kN (C), AD=D175.2 kN (T), BD=175.2 kN (C), BC=D200 kN (C), CD=175.2 kN (T)
6 m
Transcribed Image Text:-202... Using the method of joints, calculate the force in each member of tthe truss shown. State whether each member is in tension or compression. 200 kN 30° В 60° 30° A 6 m O Forces: AB=200 kN (C), AD=173.2 kN (T), BD=173.2 kN (C), BC=100 kN (C), CD=173.2 kN (T) O Forces: AB=100 kN (T), AD=175.2 kN (C), BD=175.2 kN (T), BC=D200 kN (T), CD=175.2 kN (C) O Forces: AB=200 kN (T), AD=173.2 kN (C), BD=173.2 kN (T), BC=100 kN (T), CD=D173.2 kN (C) O Forces: AB=200 kN (C), AD=D173.2 kN (C), BD=173.2 kN (C), BC=100 kN (C), CD=173.2 kN (T) O Forces: AB=100 kN (C), AD=D175.2 kN (T), BD=175.2 kN (C), BC=D200 kN (C), CD=175.2 kN (T) 6 m
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