I hope this message finds you well. I am an avid follower of your channel and have greatly benefited from the informative content you consistently produce. Your ability to explain complex topics in a clear and engaging manner is truly commendable. I am writing to you today with a request for a video on a specific mathematical topic that I believe would be of great interest to your audience. I am interested in learning more about polynomial division over finite fields and believe that your channel's expertise in breaking down intricate subjects would make this topic more accessible to a broader audience. Understanding polynomial division over finite fields is a crucial concept in various fields such as cryptography, coding theory, and algebra. A video covering this topic could serve as an excellent educational resource for students, enthusiasts, and professionals alike.
Deriving the inertia of a solid sphere is such an intricate process, but this explanation breaks it down step by step so clearly! It’s amazing to see how calculus brings physics concepts to life. I’ve been working on similar problems, and SolutionInn has been super helpful for finding additional practice examples
In 2:19, you didn’t derivate r^2 because radius isn’t changing, but doesn’t the radius change as you progress through the sphere? Or were you talking about a different perimeter of change? Thanks for the great vid
I'm not quite sure why he said it doesn't change, but r is a function of h, and that function remains the same all the way if that's what he meant (r2 = R2 - h2) and if you have dV and dh in an equation then you want the other changing values to be written as functions of V or h
Ah, I see.. _Moment of inertia._ Actually, it's technically a 2nd moment of inertia with form kmR² for some unitless k, but the first moment is of the form: mR.
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8:26 u can also set limits from R to -R to get same result as multiplying by 2
I hope this message finds you well. I am an avid follower of your channel and have greatly benefited from the informative content you consistently produce. Your ability to explain complex topics in a clear and engaging manner is truly commendable.
I am writing to you today with a request for a video on a specific mathematical topic that I believe would be of great interest to your audience. I am interested in learning more about polynomial division over finite fields and believe that your channel's expertise in breaking down intricate subjects would make this topic more accessible to a broader audience.
Understanding polynomial division over finite fields is a crucial concept in various fields such as cryptography, coding theory, and algebra. A video covering this topic could serve as an excellent educational resource for students, enthusiasts, and professionals alike.
Deriving the inertia of a solid sphere is such an intricate process, but this explanation breaks it down step by step so clearly! It’s amazing to see how calculus brings physics concepts to life. I’ve been working on similar problems, and SolutionInn has been super helpful for finding additional practice examples
My teacher didnt derive this saying isnt in our syllabus, so i just came on youtube to see hehe and it just hapoens to be one of your latest video
Waiting for the day when you start teaching programming
This would save my college life 😭
You can teach yourself, there’s plenty of resources on the internet
@@iwuvu5940 If "plenty of resources" were as good as this guys then you wouldn't be here
@@iwuvu5940But none of them are like him
Moment of inertia, not simply inertia. Inertia is a phenomenon, or a property of matter.
In 2:19, you didn’t derivate r^2 because radius isn’t changing, but doesn’t the radius change as you progress through the sphere? Or were you talking about a different perimeter of change? Thanks for the great vid
I'm not quite sure why he said it doesn't change, but r is a function of h, and that function remains the same all the way if that's what he meant (r2 = R2 - h2)
and if you have dV and dh in an equation then you want the other changing values to be written as functions of V or h
Saw this Q posted in the physics subreddit i think nice.
PLS DO MODULAR ARITHMETICS... I NEED IT PLEASE
I did modular arithmetic's in my number theory class... horror
School term starting 🏃♀️🏃♀️🏃♀️🏃♀️🏃♀️🏃♀️
Hello, what is the best book on algebra and trigonometry? Please respond.😢
please don't hesitate to get deeper in moment of inertia and talk talk about inertia of a curve, an area and a volume
Ah, I see.. _Moment of inertia._
Actually, it's technically a 2nd moment of inertia with form kmR² for some unitless k, but the first moment is of the form: mR.
What app are you using? Or if it is a app.
Belajar memahami....
Sir ,drop your line there is an issue which I want to discuss with you ,am in Zambia
😭inertia got me crying this year
I am the first one to comment.
𝑻𝒆𝒂𝒄𝒉 𝒖𝒔 𝒔𝒐𝒎𝒆 𝒊𝒏𝒔𝒕𝒆𝒓𝒆𝒔𝒕𝒊𝒏𝒈 𝒘𝒂𝒚 😊𝒕𝒉𝒂𝒕 𝒊𝒔 𝒕𝒐𝒐𝒐 𝒃𝒐𝒐𝒓𝒊𝒏𝒈 𝒔𝒊𝒓 😊