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5. Explain Newton's 1st Iaw of motion in details with example_...

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5. Explain Newton's 1st Iaw of motion in details with example_

5. Explain Newton's 1st Iaw of motion in details with example_



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Explain how Newton’s first law of motion can be considered to be a consequence of Newton’s second law.

So we have to reflect upon the Galileo's concept of Kenosha on related to Newton's first law of motions. So Newton's first law of motion is that any object in motion will stay in motion unless otherwise acted upon by force. Or if it's in a state off no motion or at the static equilibrium, it will stain static equilibrium until there is a force acting upon it. Gala, on the other hand, said the same thing, but in a different way. He also said that the object will continue in motion if there is no force acting upon it. Which means that Newton's Law of Motion is three statement So new Trans First Law Isra statement or had a phrasing. Oh, gotta lose idea, Thank you.

In this particular question, we have to determine which of the newton's laws of motion is explaining the conservation of momentum. Right? So here I've written the answer to the question. It is the Newton's second law of motion. Right? With states the following and how this particular statement leads to the conservation of momentum. I will explain it to you now, first of all the statement reads rate of change of momentum, Right? Rate of change of momentum is proportional to the applied force. Now, what does this statement mean to us? What does it mathematically imply? Rate of change of momentum, Anything which has rate associated with it uh tells you that something is changing with respect to time. So here change in momentum. We can just write final momentum minus initial momentum. Right? Final momentum minus initial momentum with respect to time. Right? So we can divide this particular expression with time. To get the rate of change of momentum. Right? This divided by time. Right? Our symbolically we can represent momentum sp so it would be P F minus P. I. Divided by T. So this is what we mean by rate of change of momentum and it is proportional to the applied force. So that means our rate of change of final momentum. Let me just call it a delta P divided by T. It should be proportional to the applied force F. Applied right? No, when will the momentum be conserved? We have learned that if net external force is equal to zero, right? Net external force is equal to zero. Then in that case your momentum is concept right, momentum is comes up. So here for the conservation of momentum, we should have the final momentum to be equal to the initial momentum. Right? So final momentum should be equal to initial momentum for conservation of momentum. So that means our rate of change of momentum, DELTA P by delta T. Right? Delta P by T. Will be equal to zero divided by T. Right? Because delta P is nothing but P F minus P. I. And both are equal. So this will be nothing but zero. So if delta P. M. I. T zero, that means F applied is also zero by Newton's second law. Right Hereby here we can explain how F apply will be zero for a rate of change of momentum uh corresponding to rate of change of momentum being zero. So here we can finally conclude that momentum will be conserved or it is conserved when the external force or the applied force is zero. Right, So this is uh the outcome of Newton's second law of motion. I hope you are able to understand how conservation of momentum has been derived by Newton's second law of motion. And they will remember these points, Thank you very much

Susan, you have to explain the Newton's second law in terms of NLCS. So we know that the masses just a major off inertia or how much it is released. The motion. This is the major major meant off inertia Energia. So basically, the exploration often object is directly for the personal to the external force acting on the Net. So exploration a off her object, exactly proportional to f external on object and acting on object and inversely proportional to the object off inertia. So this is a case and obviously excellence in each. He's obviously inversely proportional exploration over there is inversely proportional to winner CIA or rather mass. So okay, this was

This question, Okay, we need to fill in the blanks. Mhm. And, uh, in this sentence is about, uh, Newton's The three Laws of Motion and Newton's Laws. So the new dances law is the law of inertia. Okay. And then the 2nd law? Yes, I'm not off acceleration. And that the law is uh huh. Off action reaction okay. Of action and reaction T. So the answer is what the answers for this question are. It was underlying, hey, those keywords initial acceleration, action and reaction. Okay. And that's all for this question.


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