Determine the reactions of the givenbeam using force method. P₁ = 25 kN, P₂= 25 kN, and w = 35 kN/mRARD||RE==P₁2m BMD=Numerical answer in 4 decimal places andpositive values only:P22m C214mW18mkN (Downward)kN (Upward)kN-mkN (Upward)

Given:P₁ = 25 kN, P2 = 25 kN, and w = 35 kN/mRequired:Support reaction and moment at D

Determine the reactions of the given beam using force method. P₁ = 25 KN, P2 = 25 kN, and w = 35 kN/m ہلے RA 2 RD = RE || 2m Numerical answer in 4 decimal places and positive values only: MD= II B 2m 21 4m W 8m kN (Downward) kN (Upward) kN-m kN (Upward)

Determine the reactions of the given beam using force method. P₁ = 25 KN, P2 = 25 kN, and w = 35 kN/m ہلے RA 2 RD = RE || 2m Numerical answer in 4 decimal places and positive values only: MD= II B 2m 21 4m W 8m kN (Downward) kN (Upward) kN-m kN (Upward)

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

Determine the reactions of the given
beam using force method. P₁ = 25 kN, P₂
= 25 kN, and w = 35 kN/m
RA
RD
||
RE
=
=
P₁
2m B
MD=
Numerical answer in 4 decimal places and
positive values only:
P2
2m C
21
4m
W
1
8m
kN (Downward)
kN (Upward)
kN-m
kN (Upward)

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Step 2: Reaction calculation considering reaction at A as redundant

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Step 4: Reactions and moment

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