L2= 2 m L3 = 4 m L4 = 2m L5 = 2m L6 = 1 m W1 = 90 kN/m W2 = 20 kN/m P = 40 KN M = 50 kN-m External support reactions: RA= L1 Consider the following values in the given beam above: L1 = 6m RC = RF = KN KN W1 KN L2 The maximum shear along the entire span of the beam is The maximum positive moment along the entire span of the beam is The maximum positive moment along the entire span of the beam is L3 2 m kN. E W2 kN-m. kN-m. L4 L5 M G L6 Express all your answers in three decimal places. For the reactions, there is NO NEED to put the sign. For V and M values, ALWAYS include the sign (+ or -) to denote the nature of shear and bending. Not indicating the sign will mark your answer wrong. No considerations. H
L2= 2 m L3 = 4 m L4 = 2m L5 = 2m L6 = 1 m W1 = 90 kN/m W2 = 20 kN/m P = 40 KN M = 50 kN-m External support reactions: RA= L1 Consider the following values in the given beam above: L1 = 6m RC = RF = KN KN W1 KN L2 The maximum shear along the entire span of the beam is The maximum positive moment along the entire span of the beam is The maximum positive moment along the entire span of the beam is L3 2 m kN. E W2 kN-m. kN-m. L4 L5 M G L6 Express all your answers in three decimal places. For the reactions, there is NO NEED to put the sign. For V and M values, ALWAYS include the sign (+ or -) to denote the nature of shear and bending. Not indicating the sign will mark your answer wrong. No considerations. H
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
Related questions
Question
![AURS
RA=
RC =
L1
RF =
Consider the following values in the given beam above:
L1 = 6 m
L2= 2 m
L3 = 4 m
L4 = 2 m
L5 = 2 m
L6 = 1 m
W1 = 90 kN/m
W2 = 20 kN/m
P = 40 KN
M = 50 kN-m
External support reactions:
B
KN
W1
KN
kN
L2
H-
The maximum shear along the entire span of the beam is
The maximum positive moment along the entire span of the beam is
The maximum positive moment along the entire span of the beam is
D
L3
P
2 m
kN.
E
W2
kN-m.
kN-m.
L4
F
L5
M
G
L6
Express all your answers in three decimal places.
For the reactions, there is NO NEED to put the sign.
For V and M values, ALWAYS include the sign (+ or -) to denote the nature of shear and bending. Not indicating the sign will mark
your answer wrong. No considerations.
H](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F24f47e6e-afb4-4d87-a891-db0685888d65%2Ff4754dc3-d430-4add-886d-dddcae957e34%2Fdm15wh9e_processed.jpeg&w=3840&q=75)
Transcribed Image Text:AURS
RA=
RC =
L1
RF =
Consider the following values in the given beam above:
L1 = 6 m
L2= 2 m
L3 = 4 m
L4 = 2 m
L5 = 2 m
L6 = 1 m
W1 = 90 kN/m
W2 = 20 kN/m
P = 40 KN
M = 50 kN-m
External support reactions:
B
KN
W1
KN
kN
L2
H-
The maximum shear along the entire span of the beam is
The maximum positive moment along the entire span of the beam is
The maximum positive moment along the entire span of the beam is
D
L3
P
2 m
kN.
E
W2
kN-m.
kN-m.
L4
F
L5
M
G
L6
Express all your answers in three decimal places.
For the reactions, there is NO NEED to put the sign.
For V and M values, ALWAYS include the sign (+ or -) to denote the nature of shear and bending. Not indicating the sign will mark
your answer wrong. No considerations.
H
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