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If the body is in stability of equilibrium configuration, but it having a rotational curled ray shown in the free body diagram then:
  • a)
    The diagram is wrong
  • b)
    Such rotations can’t be shown in the fbds(free body diagrams)
  • c)
    The ray shown may be correct, but the body is not said to be in equilibrium
  • d)
    The body is said to be in equilibrium only, as the other forces will cancel out that rotation
Correct answer is option 'D'. Can you explain this answer?
Verified Answer
If the body is in stability of equilibrium configuration, but it havin...
The body having equilibrium will not rotate at any cost. Yes, the diagram may contain the rotational array showing the couple being acted over the structure. But the thing is that the forces, i.e. the other forces which are outside the dependency of this rotation will cancel out this rotation and thus the body is in equilibrium.
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Most Upvoted Answer
If the body is in stability of equilibrium configuration, but it havin...
Explanation:
There are instances when a body is in a stable equilibrium configuration but has a rotational curled ray shown in the free body diagram. This can be explained as follows:

Body in equilibrium:
- A body is said to be in equilibrium when the sum of all the forces acting on it is zero, and the sum of all the torques acting on it is also zero.
- In the case of a body with a rotational curled ray shown in the free body diagram, it can still be in equilibrium if the other forces acting on it cancel out the rotational effect.

Rotational curled ray:
- The rotational curled ray shown in the free body diagram indicates the presence of a torque acting on the body, which tends to rotate it.
- This torque can be countered by other forces acting on the body, such that the net torque is zero, allowing the body to remain in equilibrium.

Conclusion:
- Therefore, even if a body has a rotational curled ray shown in the free body diagram, it can still be in equilibrium as long as the other forces acting on it cancel out the rotational effect.
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If the body is in stability of equilibrium configuration, but it having a rotational curled ray shown in the free body diagram then:a)The diagram is wrongb)Such rotations can’t be shown in the fbds(free body diagrams)c)The ray shown may be correct, but the body is not said to be in equilibriumd)The body is said to be in equilibrium only, as the other forces will cancel out that rotationCorrect answer is option 'D'. Can you explain this answer?
Question Description
If the body is in stability of equilibrium configuration, but it having a rotational curled ray shown in the free body diagram then:a)The diagram is wrongb)Such rotations can’t be shown in the fbds(free body diagrams)c)The ray shown may be correct, but the body is not said to be in equilibriumd)The body is said to be in equilibrium only, as the other forces will cancel out that rotationCorrect answer is option 'D'. Can you explain this answer? for Mechanical Engineering 2024 is part of Mechanical Engineering preparation. The Question and answers have been prepared according to the Mechanical Engineering exam syllabus. Information about If the body is in stability of equilibrium configuration, but it having a rotational curled ray shown in the free body diagram then:a)The diagram is wrongb)Such rotations can’t be shown in the fbds(free body diagrams)c)The ray shown may be correct, but the body is not said to be in equilibriumd)The body is said to be in equilibrium only, as the other forces will cancel out that rotationCorrect answer is option 'D'. Can you explain this answer? covers all topics & solutions for Mechanical Engineering 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for If the body is in stability of equilibrium configuration, but it having a rotational curled ray shown in the free body diagram then:a)The diagram is wrongb)Such rotations can’t be shown in the fbds(free body diagrams)c)The ray shown may be correct, but the body is not said to be in equilibriumd)The body is said to be in equilibrium only, as the other forces will cancel out that rotationCorrect answer is option 'D'. Can you explain this answer?.
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