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 A beam of square cross -section ( S x B) is used as a beam with one diagonal horizontal. The location of the maximum shear stress from the neutral axis will be at distance o
  • a)
    zero
  • b)
    B/4
  • c)
  • d)
    B/8
Correct answer is option 'C'. Can you explain this answer?
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A beam of square cross -section ( S x B) is used as a beam with one di...
The digonal is  The location of maximum shear stress from neutral axis is at a distance of 1/8   length of diagonal i.e 
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A beam of square cross -section ( S x B) is used as a beam with one di...
The maximum shear stress in a beam occurs at the neutral axis. In this case, the neutral axis is the diagonal of the square cross-section that is horizontal.

To find the location of the maximum shear stress from the neutral axis, we need to find the distance from the neutral axis to any point on the cross-section.

Since the cross-section is square, the distance from the neutral axis to any point on the cross-section will be the same along both the S and B dimensions. Therefore, the distance from the neutral axis to any point on the cross-section is B/2.

So, the location of the maximum shear stress from the neutral axis is B/2. The answer is not given in the options, so none of the options (a), (b), or (c) is correct.
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A beam of square cross -section ( S x B) is used as a beam with one diagonal horizontal. The location of the maximum shear stress from the neutral axis will be at distance oa)zerob)B/4c)d)B/8Correct answer is option 'C'. Can you explain this answer?
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