Seconds later, the amplitude of its momentum, p2, is equal to p1 + (F * Delta t).
<h3>What definition of momentum is most precise?</h3>
A characteristic of an object in motion that it possesses as a result of its mass and motion and which, generally speaking, equals the product of the object's mass and velocity: a feature of an object in motion that determines how long it will take to bring it to rest when subjected to a constant force.
When a certain force is applied for a certain amount of time, a mass's velocity changes.
The following equation expresses this:
Eq. 1: Mass * Force * Time (Final velocity – Initial velocity)
Mass times speed equals momentum.
Eq. 2: Mass * Change in momentum (Final velocity – Initial velocity)
Set Eq1 = Eq2
Force x Time Equals Momentum Change
Equation 3: Final momentum - Initial momentum = Force * time
a mass m particle traveling along the x axis
The particle is being affected by the net force F along the x axis.
A constant force is F.
Eq. 1: Mass * Force * Time (Final velocity – Initial velocity)
Delta t = m * = F (Final velocity – Initial velocity)
Equation 3: Final momentum - Initial momentum = Force * time
p2 = p1 + (F * Delta t) = p2 - p1
Seconds later, the amplitude of its momentum, p2, is equal to p1 + (F * Delta t).
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