A T-shaped member ABC, shown in the figure, is supported by a cantilever (fixed) connection at C. The T-shaped member has a mass of 30 slugs and a center of gravity at point E. Three forces and one moment are acting on the member: a vertical 340-lb force at point A, a horizontal 50-lb force at point E, a 150-lb force FBD, pointing from B to D, and a counterclockwise 5 lb-ft moment about point F. Calculate the reactions at the fixed support C. 340 lb O A 4 ft 7 ft F DO 3.5 ft 5 lb-ft 50 lb 2 ft H E 4 ft FBD D 8.5 ft
A T-shaped member ABC, shown in the figure, is supported by a cantilever (fixed) connection at C. The T-shaped member has a mass of 30 slugs and a center of gravity at point E. Three forces and one moment are acting on the member: a vertical 340-lb force at point A, a horizontal 50-lb force at point E, a 150-lb force FBD, pointing from B to D, and a counterclockwise 5 lb-ft moment about point F. Calculate the reactions at the fixed support C. 340 lb O A 4 ft 7 ft F DO 3.5 ft 5 lb-ft 50 lb 2 ft H E 4 ft FBD D 8.5 ft
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Question
![A T-shaped member ABC, shown in the figure, is supported by a cantilever
(fixed) connection at C. The T-shaped member has a mass of 30 slugs and a center
of gravity at point E. Three forces and one moment are acting on the member: a
vertical 340-lb force at point A, a horizontal 50-lb force at point E, a 150-lb force
FBD, pointing from B to D, and a counterclockwise 5 lb-ft moment about point F.
Calculate the reactions at the fixed support C.
340 lb
4 ft
ORNADO
F
A
7 ft
3.5 ft
5 lb-ft
50 lb
2 ft
B
4 ft
FBD
D
8.5 ft](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fe4498e0d-5915-421f-a7a7-3ad8a56e2358%2F7df7a21d-8ed3-4228-8413-45a1eda02882%2Fe82uupu_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A T-shaped member ABC, shown in the figure, is supported by a cantilever
(fixed) connection at C. The T-shaped member has a mass of 30 slugs and a center
of gravity at point E. Three forces and one moment are acting on the member: a
vertical 340-lb force at point A, a horizontal 50-lb force at point E, a 150-lb force
FBD, pointing from B to D, and a counterclockwise 5 lb-ft moment about point F.
Calculate the reactions at the fixed support C.
340 lb
4 ft
ORNADO
F
A
7 ft
3.5 ft
5 lb-ft
50 lb
2 ft
B
4 ft
FBD
D
8.5 ft
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