A cantilever beam AB is fixed at its right end and extends L out of the edge of the pool. The board is of uniform cross-section and carries a person at its free end A. Figure 2 a) b) A c) d'y ΕΙ = M = dx² B Determine the bending moment equation (in terms of x, P, and L) at a section located at a distance x from the left free end. x Determine the slope equation in the terms of x, P, and L dy ΕΙ = E10 = dx :. El ymax = Determine the maximum deflection in the terms of P and L Submit part Unanswered Submit part Unanswered Submit part Unanswered
A cantilever beam AB is fixed at its right end and extends L out of the edge of the pool. The board is of uniform cross-section and carries a person at its free end A. Figure 2 a) b) A c) d'y ΕΙ = M = dx² B Determine the bending moment equation (in terms of x, P, and L) at a section located at a distance x from the left free end. x Determine the slope equation in the terms of x, P, and L dy ΕΙ = E10 = dx :. El ymax = Determine the maximum deflection in the terms of P and L Submit part Unanswered Submit part Unanswered Submit part Unanswered
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![A cantilever beam AB is fixed at its right end and extends L out of the edge of the pool. The board is of uniform cross-section and carries a
person at its free end A.
Figure 2
a)
b)
A
c)
ΕΙ
Determine the bending moment equation (in terms of x, P, and L) at a section located at a distance x from the left free end.
d²y
dx²
ΕΙ
= M =
dy
dx
Determine the slope equation in the terms of x, P, and L
B
= E10 =
x
:. El ymax =
Determine the maximum deflection in the terms of P and L
Submit part
Unanswered
Submit part
Unanswered
Submit part
Unanswered](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F98ddc1e7-1afc-4f0e-b623-cf5e11e78fa9%2Fc84ddf9d-c4f5-463c-bd73-07b454704f8f%2Fhnv4ddh_processed.png&w=3840&q=75)
Transcribed Image Text:A cantilever beam AB is fixed at its right end and extends L out of the edge of the pool. The board is of uniform cross-section and carries a
person at its free end A.
Figure 2
a)
b)
A
c)
ΕΙ
Determine the bending moment equation (in terms of x, P, and L) at a section located at a distance x from the left free end.
d²y
dx²
ΕΙ
= M =
dy
dx
Determine the slope equation in the terms of x, P, and L
B
= E10 =
x
:. El ymax =
Determine the maximum deflection in the terms of P and L
Submit part
Unanswered
Submit part
Unanswered
Submit part
Unanswered
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