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If a firefighter lifts an object and increases the distance from the pivot point, what happens to the force needed to lift the object?

  1. It increases.

  2. It decreases.

  3. It remains the same.

  4. It fluctuates.

The correct answer is: It decreases.

When a firefighter lifts an object and increases the distance from the pivot point (the fulcrum), the force needed to lift that object decreases due to the principles of leverage. In a lever system, increasing the distance from the fulcrum to where the force is applied allows for a smaller input force to lift the same amount of weight. This is because leverage is a trade-off between distance and force. By applying force further from the pivot, the angle at which the force acts becomes more advantageous, effectively amplifying the force exerted on the object being lifted. This principle is fundamental in physics and is essential for firefighters and other rescue personnel who often have to lift heavy materials safely and efficiently.