Illustration of Newton’s First Law of Motion

Have you ever wondered why spaceships do not rely on fuel once they are in outer space or why it is easy to throw a light object far but difficult to throw a heavy object far? At the end of the day, the answers to these questions boil down to Newton’s laws of motion.

THE FIRST LAW

Newton discovered that an object in motion will remain at the same velocity and that an object at rest will remain at rest unless it is acted on by a force. Imagine if this law were not true, your parked car in a parking lot could spontaneously drive off without you. This also answers why spaceships no longer need fuel in outer space. Once out of Earth’s atmosphere, which causes drag and friction, the spaceship maintains the velocity it is at since no forces act on it.

THE SECOND LAW

The force applied to an object is equal to the product of its mass and acceleration. Therefore, a lighter object can be thrown further since it has a smaller mass and therefore a greater acceleration. Mass and acceleration are inversely proportional in this law.

THE THIRD LAW

All forces have an equal and opposite reaction force. This means that for any force applied in a certain direction, there is a force of equal magnitude being applied in the opposite direction. In fact, you encounter this law in your daily life. When you sit on a chair, not only do you exert a downward force on the chair, but the chair exerts an upward force of equal magnitude on you. This is why a water bottle can sit on a desk and a pan can rest on a stove!

3 responses to “The 3 Laws that Govern the ENTIRE Universe”

  1. Hey Sabrina, this is a great summary of Newton’s 3 laws of motion. One thing that fascinates me about the second law specifically and is also relevant to the topics we have been talking about in class, is light. Light is special because despite having no mass, it has force, which should contradict the F=ma equation. This led me down a rabbit hole of how is this possible, I highly recommend looking into it if interested.

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    1. Hi Ethan, I am invested. It is extremely mind-boggling how light is essentially a massless force. Newton’s laws are said to govern the universe so how is it possible to reconcile the difference between light’s lack of mass but supposed force? According to APS, it seems like light’s forces tend to stem from a transfer of momentum or a temperature change due to preferential light absorption called the photophoretic effect. This is definitely a fascinating topic that I would love to learn more about!

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      1. Yeah from my understanding the equation F=ma is a very specific form of the full equation, where the body is at rest. The full equation is this: E^2=(pc)^2+(mc^2)^2. With the mc^2 portion referring to a body with no momentum, and the pc part of the equation referring to a body with momentum. It is easy to see that when a body has no momentum the pc part is 0 and thus the equation simplifies to the better-known form E=mc^2. And for light, the mc^2 version is 0 since m=0 and so its energy comes from the E=pc portion, which can be written in the more common way E=hc/ λ  

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