Problem: Using The moment Area method, determine the slope at point C and D of the overhanging beam as shown in the figure. The Beam is subjected to a uniformly distributed load and point load at the free end. The cross-section of the Beam is shown 100x200mm, Take E = 75GPA 100mm 900kN 100 kN/m B D 200mm A 5m 5m 4m RB RA

Problem: Using The moment Area method, determine the slope at point C and D of the overhanging beam as shown in the figure. The Beam is subjected to a uniformly distributed load and point load at the free end. The cross-section of the Beam is shown 100x200mm, Take E = 75GPA 100mm 900kN 100 kN/m B D 200mm A 5m 5m 4m RB RA

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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Question

Problem: Using The moment Area method, determine the slope at point C
and D of the overhanging beam as shown in the figure. The Beam is
subjected to a uniformly distributed load and point load at the free end.
The cross-section of the Beam is shown 100x200mm, Take E = 75GP.
100mm
900kN
100 kN/m
200mm
C
5m
5m
4m
RA
RB

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Since the bending safety stress σem = 10 MPa, shear safety stress τem = 600 kPa of the rectangular section beam given in the figure and whose width is b = 150 mm, the height of the beam section h is at least how much is the height of the beam section in order not to exceed the safety stress values. should be.