Solve for required Area of members CD and CE.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
Solve for required Area of members CD and CE.
![3m
EXAMPLE
3m
➡ Allowable stress, tension = 120MPa & in compression = 105MPa.
(D
B
BE
50KN
75KN
4m
E
3m
G
3m
F
50KN
3m
H
You are viewing John Ferry's screen
Ra
ΣMH=O (P
Ra (12)-50 (9) - 75(6)-50/3) = 0
RA = 87.5 KN ↑
View Options ✓
3m
3m
B
BE
87.5
50
|KN = 1,000 N
CE
{Mc=0 C²+
87.5 (8) - BE(S) = 0
BE = 87.5(T
KN
S = = =
A
120F
87,500
ABE
convert
to Newton
2
ABE = 729.17 mm](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F3cd9bce5-ec7f-4949-a7bb-1c8de8566f93%2F4075243c-98ff-4af2-9e35-5bde5328112e%2Fw9kaip_processed.png&w=3840&q=75)
Transcribed Image Text:3m
EXAMPLE
3m
➡ Allowable stress, tension = 120MPa & in compression = 105MPa.
(D
B
BE
50KN
75KN
4m
E
3m
G
3m
F
50KN
3m
H
You are viewing John Ferry's screen
Ra
ΣMH=O (P
Ra (12)-50 (9) - 75(6)-50/3) = 0
RA = 87.5 KN ↑
View Options ✓
3m
3m
B
BE
87.5
50
|KN = 1,000 N
CE
{Mc=0 C²+
87.5 (8) - BE(S) = 0
BE = 87.5(T
KN
S = = =
A
120F
87,500
ABE
convert
to Newton
2
ABE = 729.17 mm
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