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Impulse, denoted J\vec{J}, is a vector quantity defined as the product of an average force (Favg\vec{F}_{\text{avg}}) and the time (Δt\Delta t) that the force is exerted over.

J=FavgΔt\vec{J} = \vec{F}_{\text{avg}} \Delta t

The magnitude of impulse, JJ, depends on the strength (magnitude) of the force FavgF_{\text{avg}} and the length of time Δt\Delta t.

J=FavgΔt J = F_{\text{avg}} \Delta t

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In real-world scenarios like collisions or explosions, forces often vary rapidly. Instead of tracking the changing force, we use the average force Favg\vec{F}_{\text{avg}}. This constant value makes calculation manageable while representing the same total physical effort delivered over the time Δt\Delta t.

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