Very good explanation of every step! Better than my Calculus professor taught me in my college. Today I am 82 years old & learning! So never stop learning folks!
Found your videos on differentiation for tomorrow's test and these helped me a lot, all of my concepts were cleared which weren't from a few years even after learning them from different places even from many other UA-cam channels. even though I was very nervous starting today but your positive and fun attitude in teaching and your dialogues helped me feel relaxed while learning, LOVE FROM INDIA❤
...A good day to you Newton, And to think that this method of differentiating monstrous out of this world-looking functions was developed because of the fact that mathematicians in general are a bit lazy (lol); maybe we all need to get a little lazier, resulting in a less complicated and more peaceful conflict-free world around us. Your pleasant and easily digestible presentation was the starter of my dinner, thank you for this Newton, a very good job... Take good care, Jan-W p.s. Also nice to see that the logarithmic rules are all connected to each other (at least for me), resulting in less learning!
This video will help me pass the exam for sure. Thank you sir and before this, I actually used to do it the long way of applying the quotient rule and messing things up. But now I've got the shorter and easier way. Once again thank you sir
Man your explanation is absolutely understandable. I was given a similar question in my assignment and I find it really hard to solve it but after I watched your video I can now be able to do my assignment but not only that, I can also do other questions in relation to differentiating Natural logarithm function.... Man thank you so much and may God bless you 🙏
I did it with log properties first and then I tried it the brute force method and it really but my algebra to the test. In the end I was able to get the same result tho 😮💨
...Newton, I thought about your presentation for a while, and wonder if the title is correct: "Logarithmic Differentiation"? The function is not differentiated logarithmically, but only simplified first with the help of log rules before differentiating in the usual way, right? I see no implicit differentiation (d/dx(ln(y)) = d/dx(ln(...)))! I don't think this example in its given form is suitable for Logarithmic Differentiation! I would like to receive your comment on this. Nevertheless, your presentation remains very instructive... Jan-W
As usual, it's a pleasure reading your comments and observations. You are correct. To be truly logarithmic differentiation, natural log has to be introduced where there was none before. I just couldn't find a better and shorter title. My next video will be a monster requiring such strategy so the title would be appropriate.
![Lp. Последняя Реальность #107 РОДНОЙ ДОМ [Финал] • Майнкрафт](http://i.ytimg.com/vi/IK3QKzKUlHM/mqdefault.jpg)
Sir just saved my maths career
Real
Very good explanation of every step!
Better than my Calculus professor taught me in my college.
Today I am 82 years old & learning!
So never stop learning folks!
wow!
I just love the way a complicated quotient function was so simplified for the differentiation to be done easily. Kudos for all this. 👏
The real Newton ❤ of our time
A nice mathematician giving a proper explanations. Love from KSA
Regards
Found your videos on differentiation for tomorrow's test and these helped me a lot, all of my concepts were cleared which weren't from a few years even after learning them from different places even from many other UA-cam channels. even though I was very nervous starting today but your positive and fun attitude in teaching and your dialogues helped me feel relaxed while learning, LOVE FROM INDIA❤
This makes differential easier and my understanding over it more clearerd
The simplicity though!😊Awesome!
...A good day to you Newton, And to think that this method of differentiating monstrous out of this world-looking functions was developed because of the fact that mathematicians in general are a bit lazy (lol); maybe we all need to get a little lazier, resulting in a less complicated and more peaceful conflict-free world around us. Your pleasant and easily digestible presentation was the starter of my dinner, thank you for this Newton, a very good job... Take good care, Jan-W p.s. Also nice to see that the logarithmic rules are all connected to each other (at least for me), resulting in less learning!
I am 66 years old but would have dreamed to be 20yrs old. So fascinating❤
Math is just so beautiful. Thank you for your content
This video will help me pass the exam for sure. Thank you sir and before this, I actually used to do it the long way of applying the quotient rule and messing things up. But now I've got the shorter and easier way. Once again thank you sir
All the best
YOU INSPIRE ME SIR AND YOU HEAL ME MATHEMATICALLY🙌
Man your explanation is absolutely understandable. I was given a similar question in my assignment and I find it really hard to solve it but after I watched your video I can now be able to do my assignment but not only that, I can also do other questions in relation to differentiating Natural logarithm function....
Man thank you so much and may God bless you 🙏
Amen
You are best teacher in differentiation
I always learn a lot from these videos! Well done, sir! And with a great smile! 😁
Very clear writing and clear explanations. Will look for more log content.
Ive learnt how to differentiate a complicated function in 11 minutes
as compared to hours of sitting in class , confused~
thankyouso much :)
thank you the way you explain these things make them simpler
Much cleaner explanation than another video of similar problem.
Simply wonderful!!! It looked so complicated, but you know what you are doing 😀. This was great.
This is better than my Maths Professor
Someone make him a professor
This is awesome!
It just gotten to me easy , no need for revisions I just got it ❤. You teach clear.
Very clear and easy to be understood.
this vidoes has really helped me alot . now i has knowledge about calculs
Yooo wish you had mechanics classes too this is such a pure explanation thamk you sir 🙏
Purely Amazing sir.
Your marvelous 👊🏾
Fantastic ,well sequenced here audio is perfect !
Many thanks!
from today you are my teacher
Simply great, many thanks, Sir! Very elegant. dy/dx = cot(3x) + 2(x^2 + 5)/x(2x^2 + 5)
wow. so amazing derivative
You actually know mathematics you are marvellous
A great mathematician
Keep up the good work😀
Very good. Thanks Sir 🙏🙏🙏
This is marvellous
For some reason you make me happy, thank you ❤
That's nice to hear 😊
made it so simple
Nice explanation 🙏
Clean brother
broooooooo thank you so much this is awesome !
made my life so much easier, dankooo!
This is really helpful
Super cool i love this
Really helped me!
Una be agbatophyter u too brilliant 🤲🤲
Awesome
I did it with log properties first and then I tried it the brute force method and it really but my algebra to the test. In the end I was able to get the same result tho 😮💨
great.
Very helpful
Wont stop learning with yh around lol
Super great!! Thank you very much Sir.
You're good sir🔥💯
Clean!!
Making maths look so easy❤
You’re awesome!
Thank you sm for this
I love this ❤❤❤
Sir please do implicit differentiation of logarithmic function. Like the implicit in higher derivative
lifesaver!
Wonderful 👏
Many thanks
this is so awesome
💕
You're a legend
you're a Genius Man 👍
Now, I'll make a T-shirt. Thanks.
future Albert Einstein😊🙌
😀😀😀😄😄😂
thank you sir ❤
Nice❤
Thank you
I love it
thank you
" Never stop learning those who have stop learning have stop living"😅
actually I love it
👏🏼👏🏼👏🏼👏🏼
...Newton, I thought about your presentation for a while, and wonder if the title is correct: "Logarithmic Differentiation"? The function is not differentiated logarithmically, but only simplified first with the help of log rules before differentiating in the usual way, right? I see no implicit differentiation (d/dx(ln(y)) = d/dx(ln(...)))! I don't think this example in its given form is suitable for Logarithmic Differentiation! I would like to receive your comment on this. Nevertheless, your presentation remains very instructive... Jan-W
As usual, it's a pleasure reading your comments and observations. You are correct. To be truly logarithmic differentiation, natural log has to be introduced where there was none before. I just couldn't find a better and shorter title. My next video will be a monster requiring such strategy so the title would be appropriate.
This is differentiation of a log function not logarithmic differentiation
the goat
wow
Love this, man...just saved my nipple 😂
I did?
Where did you get this question from?
Why am I seeing this now😭😭😭but i hope it's not too late
banger
shouldnt it be ln y = simplified ln function?
=> y'=ln[2x•1/2(x^1/2)•3sin(3)^2/3]
y'=ln[2x/6(x^1/2)(sin(3)^2/3)]
y'=ln[1x/3(x^1/2)•(sin(3)^2/3)]
y'=3(x^1/2)•(sin(3)^2/3)
y'=3(x^1/2)•0,1399 = y'=0,419(x^1/2)
❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤😂
You are required to take the natural log of y too, if you are using logarithmic differentiation.
That is only if y is equal to a function not when y is equal to log of a function
🥺🥺🥺🥺🥺🥺🥺🥺🥺
you cooked
this helped me a lot #neverstoplearning
thank you
❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤❤😂