Suppose we have a uniform beam that is 3.40 metres long has a flexural rigidity of 31915Nm². N m Find the deflection of the beam in millimetres if the beam is under a uniform load of 24 and is supported with simple supports at both ends. Fill out the table below with your answers. x-coordinate Deflection (mm) x = = 0.14 y(x) = [Skipped х = 1.12 y(x) = Skipped = х x = 1.80 = 2.65 y(x) = Skipped y(x) = Skipped x = 3.06 y(x) = [Skipped Enter as many decimal places as your calculator allows (8 to 10). Your answer must be within ±0.0005 of the correct answer to be considered correct.

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
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Suppose we have a uniform beam that is 3.40metres long has a flexural rigidity of 31915N

Find the deflection of the beam in millimetres if the beam is under a uniform load of 24Nmand is supported with simple supports at both ends. Fill out the table below with your answers.

x�-coordinate Deflection (mm��)
x=0.14 y(x)�(�) = 
x=1.12 y(x)�(�) = 
x=1.80 y(x)�(�) = 
x=2.65 y(x)�(�) = 
x=3.06 y(x)�(�) = 

Enter as many decimal places as your calculator allows (8 to 10). Your answer must be within ±0.0005±0.0005 of the correct answer to be considered correct.

Suppose we have a uniform beam that is 3.40 metres long has a flexural rigidity of 31915Nm².
N
m
Find the deflection of the beam in millimetres if the beam is under a uniform load of 24 and is supported with simple supports at both ends. Fill out the table below
with your answers.
x-coordinate
Deflection (mm)
x = = 0.14
y(x) = [Skipped
х
= 1.12
y(x) = Skipped
=
х
x =
1.80
= 2.65
y(x) = Skipped
y(x) = Skipped
x = 3.06
y(x) = [Skipped
Enter as many decimal places as your calculator allows (8 to 10). Your answer must be within ±0.0005 of the correct answer to be considered correct.
Transcribed Image Text:Suppose we have a uniform beam that is 3.40 metres long has a flexural rigidity of 31915Nm². N m Find the deflection of the beam in millimetres if the beam is under a uniform load of 24 and is supported with simple supports at both ends. Fill out the table below with your answers. x-coordinate Deflection (mm) x = = 0.14 y(x) = [Skipped х = 1.12 y(x) = Skipped = х x = 1.80 = 2.65 y(x) = Skipped y(x) = Skipped x = 3.06 y(x) = [Skipped Enter as many decimal places as your calculator allows (8 to 10). Your answer must be within ±0.0005 of the correct answer to be considered correct.
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