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It relates initial momentum and impulses to final momentum.
It is the product of mass and velocity.
The effect of a force over time.
Impulse is force applied over time; momentum is mass times velocity.
It creates a linear impulse proportional to the force and time.
The area represents the magnitude of the impulse.
It provides a consistent basis for measuring forces and velocities.
I = ∫F dt, where I is impulse and F is force.
Total momentum remains constant in an isolated system.
By integrating forces over time and applying the impulse-momentum principle.
They help visualize forces acting on a particle.
It complicates the calculation of momentum and requires integration.
Forces must be known and can be expressed as functions of time.
Its momentum remains constant.
By integrating the force function over the time interval.
It indicates a reduction in momentum.