Consider the following values in the given beam above: L1 = 6 m L2=3 m L3 = 3 m L4 = 3 m L5 = 2m L6 = 1 m W1 = 60 kN/m W2 = 20 kN/m P = 30 kN M = 40 kN-m External support reactions: RA= RC = RF = The shear and moment at point B are The moment at point C is KN KN KN kN-m. KN and KN-m, respectively.
Consider the following values in the given beam above: L1 = 6 m L2=3 m L3 = 3 m L4 = 3 m L5 = 2m L6 = 1 m W1 = 60 kN/m W2 = 20 kN/m P = 30 kN M = 40 kN-m External support reactions: RA= RC = RF = The shear and moment at point B are The moment at point C is KN KN KN kN-m. KN and KN-m, respectively.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![Consider
the following values in the given beam above:
L1 = 6 m
L2 = 3 m
L3 = 3 m
L4 = 3 m
L5 = 2 m
L6 = 1 m
W1 = 60 kN/m
W2 = 20 kN/m
P = 30 kN
M = 40 kN-m
External support reactions:
RA=
RC =
RF =
KN
KN
KN
The shear and moment at point B are
The moment at point C is
The moment at point D is
The maximum positive moment at segment AC is
The maximum positive moment at segment CF is
The maximum shear along the entire span of the beam is
kN-m.
kN-m.
The maximum positive moment along the entire span of the beam is
The maximum positive moment along the entire span of the beam is
kN and
kN-m. It is located at
kN-m.
KN.
kN-m.
kN-m.
kN-m, respectively.
m from point A.
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.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0f3b67d7-ac7f-440e-b5f5-c674ad028ff3%2F78ae7655-d92b-40a9-b9f6-92f020254560%2Fd6q3yb8_processed.png&w=3840&q=75)
Transcribed Image Text:Consider
the following values in the given beam above:
L1 = 6 m
L2 = 3 m
L3 = 3 m
L4 = 3 m
L5 = 2 m
L6 = 1 m
W1 = 60 kN/m
W2 = 20 kN/m
P = 30 kN
M = 40 kN-m
External support reactions:
RA=
RC =
RF =
KN
KN
KN
The shear and moment at point B are
The moment at point C is
The moment at point D is
The maximum positive moment at segment AC is
The maximum positive moment at segment CF is
The maximum shear along the entire span of the beam is
kN-m.
kN-m.
The maximum positive moment along the entire span of the beam is
The maximum positive moment along the entire span of the beam is
kN and
kN-m. It is located at
kN-m.
KN.
kN-m.
kN-m.
kN-m, respectively.
m from point A.
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.
![A
21
Wa
B
L2
이
C
P
미사
13
2m
E
w2
4
F
이름
LS
M
G
1
LG
I](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0f3b67d7-ac7f-440e-b5f5-c674ad028ff3%2F78ae7655-d92b-40a9-b9f6-92f020254560%2Fuic09hq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A
21
Wa
B
L2
이
C
P
미사
13
2m
E
w2
4
F
이름
LS
M
G
1
LG
I
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