Determine the maximum shear force. Express the answer as magnitude only and ignore signs/directions.Vmar6|Mmaz| 9XmazkNDetermine the maximum bending moment and the distance from the origin (x = 0) to the location of thismoment, e.g., distance Xmar. Express the answers as magnitude only and ignore signs/directions.1?✔100%kN m ? X0%? *0% The cantilever beam is subjected to a uniform distributed load (g) and a concentrated force (F), at thelocations shown below. Place the coordinate system origin (x = 0) at the left end of the beam, and follow the(ästandard sign convention for V and M from the textbook.Given:• L₁ = 1 m• L₂ = 4 m• F = 6 kN• q = 4.5 kN/mL₁XqL₂L₁F

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The cantilever beam is subjected to a uniform distributed load (g) and a concentrated force (F), at the locations shown below. Place the coordinate system origin (x = 0) at the left end of the beam, and follow the standard sign convention for V and M from the textbook. q

The cantilever beam is subjected to a uniform distributed load (g) and a concentrated force (F), at the locations shown below. Place the coordinate system origin (x = 0) at the left end of the beam, and follow the standard sign convention for V and M from the textbook. q

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Concept explainers

Bending Moment

In general, we can define the bending moment as the reaction induced when a certain amount of load or force is applied to an element which makes it bend.

Question

Determine the maximum shear force. Express the answer as magnitude only and ignore signs/directions.
Vmar
6
|Mmaz| 9
Xmaz
kN
Determine the maximum bending moment and the distance from the origin (x = 0) to the location of this
moment, e.g., distance Xmar. Express the answers as magnitude only and ignore signs/directions.
1
?✔100%
kN m ? X0%
? *0%

The cantilever beam is subjected to a uniform distributed load (g) and a concentrated force (F), at the
locations shown below. Place the coordinate system origin (x = 0) at the left end of the beam, and follow the
(ä
standard sign convention for V and M from the textbook.
Given:
• L₁ = 1 m
• L₂ = 4 m
• F = 6 kN
• q = 4.5 kN/m
L₁
X
q
L₂
L₁
F

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