📘 Newton’s Third Law (Action-Reaction)
— ## What is Newton’s Third Law? Newton’s Third Law states: “For every action, there is an equal and opposite reaction.” This means that whenever one object exerts a force on a second object, the second object exerts an equal and opposite force back on the first object. These forces are called action-reaction pairs. Key points about action-reaction pairs: * Equal in Magnitude: The strength (magnitude) of the action force is always exactly equal to the strength of the reaction force. * Opposite in Direction: The action force and reaction force always point in opposite directions. * Act on Different Objects: This is crucial! The action force acts on one object, and the reaction force acts on a different object. They never cancel each other out because they are not acting on the same object. — ## Interactive: Action-Reaction Pairs Observe two objects interacting. When one pushes the other, see the equal and opposite forces at play! <div class="animator-container"> <div class="input-controls"> </div> <div style="margin-bottom: 0.8rem;"> </div> <div id="animationExplanation" class="animation-explanation" aria-live="polite"> <p>Observe two objects interacting. When one pushes the other, see the equal and opposite forces at play!
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Why Newton’s Third Law Matters
- Understanding Interactions: This law explains how objects interact with each other, not just how a single force affects a single object.
- Propulsion: It’s the principle behind rockets, jet engines, and even walking (you push the Earth backward, and the Earth pushes you forward).
- Force Pairs: It helps identify correct force pairs in complex systems, which is essential for solving problems in dynamics.
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💡 Quick Concept Check:
When a bird flies, its wings push air downwards and backward. What is the reaction force, and what effect does it have on the bird?
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Related Skills
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- Identifying Action-Reaction Pairs
- Applying Newton's Laws to Systems
Practice Problems
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- Newton's Third Law Scenarios
- Force Pair Identification Problems