Contact force does not operate at a distance, as it requires physical contact between objects to occur. This force arises when two objects are in direct contact with each other. Examples of contact force include friction, tension, normal force, and applied force.
Gravitational force does not operate at a distance of 1 m. It decreases rapidly with increasing distance, following an inverse square law. At larger distances such as 1 m, the force becomes negligible compared to other forces like electromagnetic or nuclear forces.
The work done is 1 joule. Work is calculated as force multiplied by distance in the direction of the force. In this case, the force and distance are both 1 unit, resulting in 1 joule of work done.
Assuming the (toatal) mass doesnt alter Treat original distance as 1, the original force as 1 and new distance (d) as direct comparison to the old, then the force of gravity is: 1 / d2 Example: If the new distance is three times the original, then: f = 1 / 32 f = 1 / 9 = 0.111 times the original force. Example: If the new distance is half the original distance, then: f = 1 / 0.52 f = 1 / 0.25 = 4 times the the original force.
The force between charges decreases to (1/9) of the original force when the separation distance is tripled according to Coulomb's Law. This is because force is inversely proportional to the square of the separation distance.
They obey the inverse square law. This means that as they move apart, the force decreases by the square of the distance between them. For example, imagine the force between two electrons a distance of one unit apart. If the distance increases to 2 units, then the force between them is 1/ (2 x 2) or 1/4 of what it was before. If the distance increases to 3 units, then the force between them is 1/ (3 x 3) or 1/9 of what it was before. If the distance increases to 4 units, then the force between them is 1/ (4 x 4) or 1/16 of what it was before. and so on. So the force between them decreases quickly despite the electrons being relatively close together.
Gravitational force does not operate at a distance of 1 m. It decreases rapidly with increasing distance, following an inverse square law. At larger distances such as 1 m, the force becomes negligible compared to other forces like electromagnetic or nuclear forces.
The gravitational force is inversely proportional to the square of the distance, that is, proportional to 1/r2, where "r" is the distance. Thus, at 4 times the distance, the force will become 1/42 = 1/16 of the original force.
The work done is 1 joule. Work is calculated as force multiplied by distance in the direction of the force. In this case, the force and distance are both 1 unit, resulting in 1 joule of work done.
Gravitational force is inversely proportional to the square of the distance. Therefore, double the distance = 1/22 = 1/4 the force.
No, a moment is a force x a distance, it is the product of a force and a distance. You get the same moment with a force of say 2 Newtons at 0.5 meter as a force of 1 Newton at 1 meter, so it is obviously not a force alone, but the product of a force and a distance, and its units are Newton.meters in the SI system
The farther apart two objects are, the less the gravitational force between them. Gravity gets weaker with distance. To be specific, it decreases by the square of the distance. If you double the distance (multiply the distance by 2), the force of gravity is 1/22 or 1/4th as great as it was. If you triple the distance, the force is 1/32 or 1/9th as great, and so on.
Assuming the (toatal) mass doesnt alter Treat original distance as 1, the original force as 1 and new distance (d) as direct comparison to the old, then the force of gravity is: 1 / d2 Example: If the new distance is three times the original, then: f = 1 / 32 f = 1 / 9 = 0.111 times the original force. Example: If the new distance is half the original distance, then: f = 1 / 0.52 f = 1 / 0.25 = 4 times the the original force.
Since work= distance X force, if no distance is covered then no work is accomplished. ex/ work= distance (0) X force (1) work=1 X 0 work=0
The amount of work done is 1 joule. Work is calculated by multiplying the force applied (1 newton) by the distance moved (1 meter). So, 1 newton x 1 meter = 1 joule.
The farther apart the objects are, the smaller the attractive force between them becomes.The force falls off as the square of the distance.That means that if you double the distance, the force becomes ( 1/22 ) = 1/4 as strong.If you triple the distance, the force becomes (1/32 ) = 1/9 as strong.If the objects move 10 times as far apart, the force becomes ( 1/102 ) = 1/100 as strong.etc.
The force between charges decreases to (1/9) of the original force when the separation distance is tripled according to Coulomb's Law. This is because force is inversely proportional to the square of the separation distance.
Well, look at this formula: Work = Force*Distance Force is in Newtons, Distance in meters and Work in Joules. So if we replace it as: 1=1d or 1=d this means distance has to be one meter for 1 newton to equal one joule, so it depends on the distance, if it is not one meter then 1 newton does not equal 1 joule.