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A simply supported beam has equal overhanging lengths and carries equal concentrated loads P at ends. Bending moment over the length between the supports
  • a)
    is zero
  • b)
    is a non-zero constant
  • c)
    varies uniformly from one support to the other
  • d)
    is maximum at mid-span
Correct answer is option 'B'. Can you explain this answer?
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A simply supported beam has equal overhanging lengths and carries equa...
Answer:

Bending moment over the length between the supports of a simply supported beam with equal overhanging lengths and carries equal concentrated loads P at ends is a non-zero constant.

Explanation:

A simply supported beam is a type of beam that is supported at its ends on two supports. It is one of the most commonly used types of beams in engineering applications. In such a beam, the bending moment is the product of the force applied and the distance from the force to the point of interest.

When the simply supported beam has equal overhanging lengths and carries equal concentrated loads P at ends, the bending moment over the length between the supports is a non-zero constant. This means that the bending moment is the same throughout the length of the beam.

This is because the loads at both ends of the beam are equal and opposite, which cancels out the bending moment at the supports. The bending moment at the midpoint of the beam is equal to the sum of the moments caused by the loads at either end, which is a constant value.

Therefore, the correct answer is option 'B', which states that the bending moment over the length between the supports is a non-zero constant.
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A simply supported beam has equal overhanging lengths and carries equa...
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