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Instantaneous Velocity in Physics - Formula, Definition & Examples - [1-2-5]

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In this lesson, you will learn what instantaneous velocity is and why we use it in physics. We will learn that the instantaneous velocity of an object is the derivative (rate of change) of its position with respect to time. This allows us to discuss the velocity of an object at a given time along a trajectory, even if the object is continually changing its velocity.

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24 авг 2024

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Комментарии : 27

@nickroberts8185 Год назад

World needs more people like this man

@samanthajones8236 Год назад

Thank you for these videos. I graduated from H.S. 30 years ago and you are now my go to for my kids. We appreciate you!

@MathAndScience Год назад

Thank you so much!

@bhanupartapsingh3166 Месяц назад

Thank you sir from 30 year old student. :)

@sciencepradyumna3857 Год назад

Can you please do some videos on quantum mechanics, like Schrodinger theory and a particle being everywhere (Super Position) etc....

@zgbzbiot1353 Год назад

You are a true gem 💎

@MathAndScience Год назад

Awww thank you!

@mienola1475 Год назад

Thanks a billions!!! Like everyday!!!

@tresajessygeorge210 5 месяцев назад

THANK YOU... SIR...!!!

@sadaqowyaye9522 Год назад

Thanks soo much 🙂

@drumtwo4seven Год назад

Nice 👍

@i.Explorer Год назад

Sir, thank you for this amazing presentation. But can you please help us understand what is need of knowing instantaneous velocity?

@natideseye6661 Год назад

you ARE SOOOO COOL GENEOUS ALSO I HAVE A QUESTION THAT WHAT HAPPEND TO THE DEREVETIVE OF TIME

@hemarajue2736 Год назад

Can we find the instantaneous velocity at fractions of second? Like v=2t t=1/2sec v=2(1/2)=1m/sec.

@MathAndScience Год назад

Absolutely

@asal4622 Год назад

Thank you so much.❤

@sadidhasan1472 10 месяцев назад

Sir without Calculus will the instantaneous speed going to be approximate ? Like we will have to shrink the points at certain degree and then make it as small as possible so without the need of calculus the value has to be approximate right?