Problem Number Two: A W36x150 steel wide-flange beam is oriented so that bending is about the weak (Y-Y) axis. The member is subjected to a maximum shear of 140 kips. Calculate the horizontal shear stress at a sufficient number of points so that a shear stress distribution diagram can be drawn. Draw the diagram.

Structural Analysis
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ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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could you help me with these two problems please

Problem Number Two:
A W36x150 steel wide-flange beam is oriented so that bending is about the weak (Y-Y) axis. The member
is subjected to a maximum shear of 140 kips. Calculate the horizontal shear stress at a sufficient number
of points so that a shear stress distribution diagram can be drawn. Draw the diagram.
Transcribed Image Text:Problem Number Two: A W36x150 steel wide-flange beam is oriented so that bending is about the weak (Y-Y) axis. The member is subjected to a maximum shear of 140 kips. Calculate the horizontal shear stress at a sufficient number of points so that a shear stress distribution diagram can be drawn. Draw the diagram.
Problem Number Three:
A W30x108 steel wide flange beam is simply supported on a span of 10 feet and is subjected to a
uniformly distributed load of 42 kips/ft, which includes the weight of the beam. Calculate the maximum
bending shear stress using the general shear formula.
Problem Number Four
Rework problem number three using the average web shear approach. What is the Factor of Safety if
the beam is made of ASTM A992?
Transcribed Image Text:Problem Number Three: A W30x108 steel wide flange beam is simply supported on a span of 10 feet and is subjected to a uniformly distributed load of 42 kips/ft, which includes the weight of the beam. Calculate the maximum bending shear stress using the general shear formula. Problem Number Four Rework problem number three using the average web shear approach. What is the Factor of Safety if the beam is made of ASTM A992?
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