The acceleration would also be trippled when the force is tippled. the relevant equation is:
F=ma, where
F= force
m=mass
a=acceleration
If the mass of the object remains constant and the unbalanced force on it is tripled, the acceleration of the object will also triple. According to Newton's second law of motion (F=ma), acceleration is directly proportional to the force applied, so increasing the force by three times will result in the acceleration being three times greater.
Acceleration is directly proportional to applied force. When acceleration increases, force also increases. If the force is tripled, the acceleration will also be tripled. Note that the mass must remain constant...
The new acceleration would be 6 m/s^2. Doubling the net force while halving the mass results in a 6 m/s^2 acceleration, which is 3 times the original acceleration.
The acceleration of the object would be halved. This is because doubling the mass while keeping the force constant would result in a lower acceleration, as acceleration is inversely proportional to mass for a given force.
If the force applied is increased three times while keeping the mass constant, the acceleration will also increase by a factor of three. This relationship is described by Newton's second law of motion, which states that the acceleration is directly proportional to the force applied.
If the mass of the object remains constant and the unbalanced force on it is tripled, the acceleration of the object will also triple. According to Newton's second law of motion (F=ma), acceleration is directly proportional to the force applied, so increasing the force by three times will result in the acceleration being three times greater.
Acceleration is directly proportional to applied force. When acceleration increases, force also increases. If the force is tripled, the acceleration will also be tripled. Note that the mass must remain constant...
The new acceleration would be 6 m/s^2. Doubling the net force while halving the mass results in a 6 m/s^2 acceleration, which is 3 times the original acceleration.
The acceleration of the object would be halved. This is because doubling the mass while keeping the force constant would result in a lower acceleration, as acceleration is inversely proportional to mass for a given force.
If the force applied is increased three times while keeping the mass constant, the acceleration will also increase by a factor of three. This relationship is described by Newton's second law of motion, which states that the acceleration is directly proportional to the force applied.
If the mass is doubled while keeping the net force constant, the acceleration of the object will be halved. This is because acceleration is inversely proportional to mass when force is constant (a = F / m).
The acceleration would also be trippled when the force is tippled. the relevant equation is: F=ma, where F= force m=mass a=acceleration
If you increase the mass of an object and keep the force constant, the acceleration of the object will decrease because the force-to-mass ratio decreases. Conversely, if you increase the force applied to an object while keeping the mass constant, the acceleration of the object will increase because the force-to-mass ratio increases.
Force and acceleration are NOT the same. If you apply a net force to an object, it causes the object to accelerate. The amount of acceleration depends on the force and the mass of the object. Force = mass x acceleration.
force of acceleration
An object would have smaller acceleration if the net force acting on it is smaller. This could be due to a decrease in the magnitude of the force applied, an increase in the mass of the object, or the presence of opposing forces that balance out the applied force.
Assuming the mass remains constant, the acceleration will be tripled as well.