Solve for me good Expert solve it all subparts with Solution thanks 50Situation 3TheConsidering theE = 210 Gpa.beamuniformlyTheloadLoad4m.memberBeamFixeddistributedof intensity 10KN/m atAB2- 40 KNdownward poindacting2andrespectively from point B.as follow.Rollerbeam provided below.is15supportSeeandI = 200 x 10 mmloaded as follow.verticalatsupportsuportedm.a point Aat prints Band C.diagramA solvethe vertical reaction at pointAusing three-moments, equation.(B) solve the vertical reaction at point Busingthree moment equation. Three momentequat(C) solve the vertical reaction at point cUsing A10 kN/m6mB2m40 KN 40 KN2m3mC

To find the reactions at A, B and C using the three-moment equation.

Answered: A 10 kN/m 6m B 40 kN 40 KN 2m 2m 3m C

Engineering

Civil Engineering

A 10 kN/m 6m B 40 kN 40 KN 2m 2m 3m C

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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Question

Solve for me good Expert solve it all subparts with Solution thanks

50
Situation 3
The
Considering the
E = 210 Gpa.
beam
uniformly
The
load
Load
4m.
member
Beam
Fixed
distributed
of intensity 10KN/m at
AB
2- 40 KN
downward poind
acting
2
and
respectively from point B.
as follow.
Roller
beam provided below.
is
15
support
See
and
I = 200 x 10 mm
loaded as follow.
vertical
at
support
suported
m.
a point A
at prints Band C.
diagram
A solve
the vertical reaction at point
A
using three-moments, equation.
(B) solve the vertical reaction at point B
using
three moment equation. Three moment
equat
(C) solve the vertical reaction at point c
Using

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Step 2: Use three moment equation

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Step 4: Calculate support reactions

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