A uniform symmetrical beam is supported at two pin joints as shown below. It has a length L and a uniformly distributed load P: (x) = p is applied. The maximum bending moment M, (x) will be half way along the beam.
A uniform symmetrical beam is supported at two pin joints as shown below. It has a length L and a uniformly distributed load P: (x) = p is applied. The maximum bending moment M, (x) will be half way along the beam.
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![A uniform symmetrical beam is supported
at two pin joints as shown below. It has a
length
L
and a uniformly distributed load
P: (x) = p
is applied.
The maximum bending moment
My (x)
will be half way along the beam.
If the length
L
is 9.1 m, and the distributed load
P
is 434 N/m, then calculate the value of
My (x)
at the mid-point.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F4ca63060-5e10-4976-9545-33c78f356354%2F122a9491-71df-40ee-acab-92967269e36f%2F2bnumu87_processed.jpeg&w=3840&q=75)
Transcribed Image Text:A uniform symmetrical beam is supported
at two pin joints as shown below. It has a
length
L
and a uniformly distributed load
P: (x) = p
is applied.
The maximum bending moment
My (x)
will be half way along the beam.
If the length
L
is 9.1 m, and the distributed load
P
is 434 N/m, then calculate the value of
My (x)
at the mid-point.
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