A uniform symmetrical beam is supported at two pin joints as shown below. It has a length L and a uniformly distributed load pz (x) = pis applied. The maximum bending moment My (x) will be half way along the beam. L р If the length L is 6.2 m, and the distributed load p is 2,400 N/m, then calculate the value of My (x) at the mid-point. Enter your answer as an integer, in Nm but without the units.

A uniform symmetrical beam is supported at two pin joints as shown below. It has a length L and a uniformly distributed load pz (x) = pis applied. The maximum bending moment My (x) will be half way along the beam. L р If the length L is 6.2 m, and the distributed load p is 2,400 N/m, then calculate the value of My (x) at the mid-point. Enter your answer as an integer, in Nm but without the units.

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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answer ASAP would be appreciated

A uniform symmetrical beam is supported at two pin joints as shown below. It has a length L and a uniformly
distributed load pz (x) = p is applied.
The maximum bending moment My (x) will be half way along the beam.
L
р
▼
If the length L is 6.2 m, and the distributed load p is 2,400 N/m, then calculate the value of My (x) at the
mid-point.
Enter your answer as an integer, in Nm but without the units.

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