150 lb B 30 lb D 4 ft 6 ft R₁ =78 lb Rc= 102 lb Using the Moment Area Method and assuming the cantilever wall at C your moment diagram by parts computations, determine the following: El (deviation of point D relative to tangent C), El to/c = lb-ft (do not use commas) Eldeviation of point A relative to tangent C). El t/c = lb-ft3 (do not use commas) (deflection at the free end), El yo = Direction of deflection (upward or downward)- (write "upward" or "downward") lb-ft (do not use commas)

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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1150 lb
B
30 lb
D
4 ft
6 ft
R₁ =78 lb
Rc= 102 lb
Using the Moment Area Method and assuming the cantilever wall at C your moment diagram by parts computations, determine the following:
El (deviation of point D relative to tangent C), El to/c =
lb-ft (do not use commas)
Eldeviation of point A relative to tangent C). El tA/C =
lb-ft3 (do not use commas)
El (deflection at the free end), El yo
(write "upward" or "downward")
Direction of deflection (upward or downward) =
lb-ft (do not use commas)
Transcribed Image Text:1150 lb B 30 lb D 4 ft 6 ft R₁ =78 lb Rc= 102 lb Using the Moment Area Method and assuming the cantilever wall at C your moment diagram by parts computations, determine the following: El (deviation of point D relative to tangent C), El to/c = lb-ft (do not use commas) Eldeviation of point A relative to tangent C). El tA/C = lb-ft3 (do not use commas) El (deflection at the free end), El yo (write "upward" or "downward") Direction of deflection (upward or downward) = lb-ft (do not use commas)
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