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How many cases out of the following are improperly constrained?Parallel forces, concurrent forces, perpendicular forces, only moment
- a)1
- b)2
- c)3
- d)4
Correct answer is option 'B'. Can you explain this answer?
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How many cases out of the following are improperly constrained?Paralle...
Answer: b
Explanation: parallel and concurrent are improperly constrained.
Explanation: parallel and concurrent are improperly constrained.
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How many cases out of the following are improperly constrained?Paralle...
Improperly Constrained Cases
Parallel Forces:
- Two or more forces acting in the same direction.
- These forces are properly constrained as they have a common direction.
Concurrent Forces:
- Two or more forces acting at a single point.
- These forces are properly constrained as they have a common point of application.
Perpendicular Forces:
- Two or more forces acting at right angles to each other.
- These forces are properly constrained as they have a common point of application and are perpendicular to each other.
Only Momenta:
- Momenta refers to the tendency of a body to resist changes in motion.
- It is not a force and therefore cannot be constrained.
Conclusion:
Out of the given cases, only 'Only Momenta' is improperly constrained. Therefore, the correct answer is option 'B' which is '2'.
Parallel Forces:
- Two or more forces acting in the same direction.
- These forces are properly constrained as they have a common direction.
Concurrent Forces:
- Two or more forces acting at a single point.
- These forces are properly constrained as they have a common point of application.
Perpendicular Forces:
- Two or more forces acting at right angles to each other.
- These forces are properly constrained as they have a common point of application and are perpendicular to each other.
Only Momenta:
- Momenta refers to the tendency of a body to resist changes in motion.
- It is not a force and therefore cannot be constrained.
Conclusion:
Out of the given cases, only 'Only Momenta' is improperly constrained. Therefore, the correct answer is option 'B' which is '2'.
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How many cases out of the following are improperly constrained?Parallel forces, concurrent forces, perpendicular forces, only momenta)1b)2c)3d)4Correct answer is option 'B'. Can you explain this answer?
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