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  • Momentum and Mass: Understanding Vector Relationships
    That statement is not entirely true. Here's why:

    * Momentum is a vector: Momentum isn't just about mass; it also depends on velocity.

    * Zero velocity means zero momentum: If an object with mass is at rest (velocity = 0), its momentum will be zero.

    Here's the correct way to think about it:

    * Two objects with the same mass and the same velocity will have the same momentum. This is because momentum is calculated as:

    Momentum (p) = Mass (m) x Velocity (v)

    * Two objects with the same mass, but different velocities, will have different momenta.

    Example:

    * A car (1000 kg) parked on a hill has the same mass as a car (1000 kg) driving at 20 m/s. However, the parked car has zero momentum, while the moving car has significant momentum.

    In summary: Having the same mass doesn't guarantee momentum. Momentum also requires motion (non-zero velocity).

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