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If a force applied at any point in its line of action and is still creating the same moment about any fixed point say P, then the force is said to be sliding vector. What is the name of this property?
- a)Associative property
- b)Distributive property
- c)Negative associative property
- d)Principle transmissibility of the force
Correct answer is option 'D'. Can you explain this answer?
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If a force applied at any point in its line of action and is still cre...
If a force applied at any point in its line of action and is still creating the same moment about any fixed point say P, then the force is said to be sliding vector. This is because the moment of the force which is acting on its line of axis at the point P is same throughout. This is known as the principle transmissibility of the force.
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If a force applied at any point in its line of action and is still cre...
The correct answer is option 'D' - Principle transmissibility of the force.
Explanation:
The principle of transmissibility of force states that a force acting at any point along its line of action can be replaced by an equivalent force acting at any other point along the same line of action without changing the external effects of the force. In other words, if a force is applied to an object and is still creating the same moment (rotational effect) about a fixed point, regardless of its point of application, then the force is said to be a sliding vector.
To understand this concept better, let's break it down:
1. Moment of a Force:
The moment of a force about a fixed point is the product of the force and the perpendicular distance from the point to the line of action of the force. It is a measure of the rotational effect of the force.
2. Line of Action:
The line of action of a force is the straight line along which the force acts. It is defined by the direction and magnitude of the force.
3. Sliding Vector:
A sliding vector is a force that can be moved along its line of action without changing the external effects of the force. This means that if the force is applied at any point along its line of action and still creates the same moment about a fixed point, it is considered a sliding vector.
4. Principle of Transmissibility:
The principle of transmissibility states that the external effects of a force, such as its moment or its effect on the motion of an object, remain unchanged if the force is moved along its line of action. This means that we can replace a force applied at one point with an equivalent force applied at another point along the same line of action, without changing the resulting effects.
In the given scenario, if a force applied at any point along its line of action still creates the same moment about a fixed point, it demonstrates the principle of transmissibility. The force can be moved along its line of action without altering its effect on the rotational motion, making it a sliding vector.
Therefore, the correct answer is option 'D' - Principle transmissibility of the force.
Explanation:
The principle of transmissibility of force states that a force acting at any point along its line of action can be replaced by an equivalent force acting at any other point along the same line of action without changing the external effects of the force. In other words, if a force is applied to an object and is still creating the same moment (rotational effect) about a fixed point, regardless of its point of application, then the force is said to be a sliding vector.
To understand this concept better, let's break it down:
1. Moment of a Force:
The moment of a force about a fixed point is the product of the force and the perpendicular distance from the point to the line of action of the force. It is a measure of the rotational effect of the force.
2. Line of Action:
The line of action of a force is the straight line along which the force acts. It is defined by the direction and magnitude of the force.
3. Sliding Vector:
A sliding vector is a force that can be moved along its line of action without changing the external effects of the force. This means that if the force is applied at any point along its line of action and still creates the same moment about a fixed point, it is considered a sliding vector.
4. Principle of Transmissibility:
The principle of transmissibility states that the external effects of a force, such as its moment or its effect on the motion of an object, remain unchanged if the force is moved along its line of action. This means that we can replace a force applied at one point with an equivalent force applied at another point along the same line of action, without changing the resulting effects.
In the given scenario, if a force applied at any point along its line of action still creates the same moment about a fixed point, it demonstrates the principle of transmissibility. The force can be moved along its line of action without altering its effect on the rotational motion, making it a sliding vector.
Therefore, the correct answer is option 'D' - Principle transmissibility of the force.
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If a force applied at any point in its line of action and is still creating the same moment about any fixed point say P, then the force is said to be sliding vector. What is the name of this property?a)Associative propertyb)Distributive propertyc)Negative associative propertyd)Principle transmissibility of the forceCorrect answer is option 'D'. Can you explain this answer?
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