Hi The first diagram is the shear force and bending moment which shown on the bottom on the same graph.The second diagram shows shear force on the top and the bottom shoes the bedding moment.I would like to ask if you can draw the same graph but different layout with different colours but same figures thank you 500N1000N2000N500N2mImlmImlm4m2500N2000N1000NON-1000N-1500N8000NM7000NM6000NM5000NMONmONmFigure 16: Shear force (top) and bending moment (bottom) Graphfor UDL and Point load Simply supported beam with point loads. 50kN3mOkN-50kNOkNm-150kNmFigure 7: Cantilever beam shear force (top graph) and bending moment (bottomgraph)

Answered: Image /qna-images/answer/d5e572d3-62c1-44b2-8cab-bbb38355fcd6.jpg

Hi The first diagram is the shear force and bending moment which shown on the bottom on the same graph. The second diagram shows shear force on the top and the bottom shoes the bedding moment. I would like to ask if you can draw the same graph but different layout with different colours but same figures thank you

Hi The first diagram is the shear force and bending moment which shown on the bottom on the same graph. The second diagram shows shear force on the top and the bottom shoes the bedding moment. I would like to ask if you can draw the same graph but different layout with different colours but same figures thank you

Mechanics of Materials (MindTap Course List)

9th Edition

ISBN:9781337093347

Author:Barry J. Goodno, James M. Gere

Publisher:Barry J. Goodno, James M. Gere

Chapter5: Stresses In Beams (basic Topics)

Section: Chapter Questions

Problem 5.5.9P: A seesaw weighing 3 lb/ft of length is occupied by two children, each weighing 90 lb (see figure)....

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A cantilever beam model is often used to represent micro-clectrical-mechanical systems (MEMS) (sec figure}. The cantilever beam is made of polysilicon (E = 150 GPa) and is subjected to an electrostatic moment M applied at the end of the cantilever beam. 1 f dimensions arc h — 2 [im, h — 4 ^m, and L = 520 ^mt find expressions for the tip deflection and rotation of the cantilever beam in terms of moment M.
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The question answer includes 4 pages with 2 diagrams if u don't know the solution or is there a slight mistake i will downvote and will report to bartleby for revocation. Here is the question : A cantilever beam of length 1m carries a point load of 2000N at the free end. The cross-section of the cantilever is an unequal angle of dimensions 100mm by 60mm and 10 mm thick. The small leg of angle (i.e 60 mm) is horizontal. The load passes through the centroid of the cross-section. Determine: (i) Position of neutral axis; (ii) The magnitude of maximum stress set up at the fixed section of the cantilever.
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