It isn't often that I subscribe to a channel after watching one video but that's what I did. I'm a retired math teacher and i feel like I had a similar teaching style to you, sir.
The biggest takeway I get from your videos is a new perspective of algebra. I never thought about using formula manipulation with a term to make it fit within a problem's boundaries. Hence how you took Sqrt(x)/x is = to Sqrt(x)/Sqrt(x^2) and applied it to the problem. It was very abstract from what I'm accustomed to.
awesome, i smiled when i understood what you meant when you say dividing a sqroot by x is same as dividing by sqroot of x^2. i realised it after thinking about some basic surd rools.
6:49.. getting rid of as much as you can... Hmmm that's all I wanted to know 😁😁.. thank you. And if you can please make a video of rules that are applicable every time when solving limits
good day sir ..if you please just try to explain more on the part where you explained saying dividing a square root term by x is like diving that square root term by the square root of x^2
From inspection, something does not look right. Sqr(64*x2+X) at infinite will be 8x+ infinite; take off 8x, and you have infinite. Having said that I cannot see your maths is wrong.
Wow. Always like how you get behind the intuition of the topic first before solving.
It isn't often that I subscribe to a channel after watching one video but that's what I did. I'm a retired math teacher and i feel like I had a similar teaching style to you, sir.
Lots of Love and Respect from India... The energy and charisma you bring to your teaching is phenomenal..Keep Making such content..😀😀
Thank you for your kind words.
the way you solve problems makes it seem way easier to understand than the methods i have been taught. Thank you for the amazing teaching.
You are a great teacher; you explain things very well. Thanks!
The process of finding the limit in this example is so interesting. It makes infinity more comes alive. Thank you
God bless u man! Ur such a good person it makes me wanna cry....
You are amazing! Your way of teaching is very impressive I found your channel and from now on I am stuck on it all the time
Thank You a lot! I would like to meet teachers like you on my learning path... Keep it up!
I love your teaching. I don,t have more words:)
What an amazing teacher!!!
Thank you! U just answered all my questions ❤️❤️❤️
My brother prime knows his shit keep up the good work my hero ur an inspiration to many of us
Well explained.. I couldn't find a better explaination than this.
Thanks for the video! it really helped me to grasp this stuff
I love this guy.....Thank you very much💚
You made it look so simple thank you Boss 🙌🙌
I love your mode of teaching sir.
My perfect math teacher
You're the best
You are just too perfect sir any time when i find a challeng i will be running to you🏃♂️.sir you are a solution giver i love you explaination
Im still alive and still wanna learn more!
Appreciated. Thank you sir!
It is how you make this easy for me❤😢, you just saved me days and days of headache...thank you Sir.❤❤ and I promise i won't stop learning ❤
You make everything easy kkk. love this
The biggest takeway I get from your videos is a new perspective of algebra. I never thought about using formula manipulation with a term to make it fit within a problem's boundaries. Hence how you took Sqrt(x)/x is = to Sqrt(x)/Sqrt(x^2) and applied it to the problem. It was very abstract from what I'm accustomed to.
That's a significant observation. I never thought that's what I was doing. I was just looking for a solution. Thank you.
@@PrimeNewtons I love you you made me ace my calc exam !
I'll
awesome, i smiled when i understood what you meant when you say dividing a sqroot by x is same as dividing by sqroot of x^2. i realised it after thinking about some basic surd rools.
You have a smart mind ☺️
Dear sir you are the best.
You are amazing like seriously thank you so much
Thank you I was struggling with infinite limits
❤ cleared my thoughts 💭🎉🎉🎉tnx sir 😊😊
Simply Great!!!
Very good. Thanks!
Simply great teacher , keep on please
very well explained. very helpful
Thanks so much. I'm in year 10 but still managed to understand this . Very good explanations.
I am glad I could help. Thanks for the comment too.
This video is really helpful🔥
wow! you make algebra become more livelyy niceeeee🤯
Love this 😍😍😍😍
Thanks very much l have been trying limit for infinity
Where is that heart-shaped button "Love it"!!!? Thank you! Fantastic explanation!
Thank you so much!!!
YOU HELPED A LOT..
6:49.. getting rid of as much as you can... Hmmm that's all I wanted to know 😁😁.. thank you. And if you can please make a video of rules that are applicable every time when solving limits
Thanks, i was struggling with Limits during my uni 😂
I didn't even need to know how to solve the problem in this video but you teach very well so I decided to watch anyways
Thank you genius
You really helping sir
Thank u 🙏🙏🙏🙏🙏
Thank you!
You're welcome!
best video I've seen for this concept
+1 subscriber
Thanks soo much
you the best thanks for such a good content
Glad you enjoy it!
Very good in solving
Well explained
This helped me understand!
I'm glad you found it helpful.
متابع ايءما طريقة ممتازة
thank you sir😁
good day sir ..if you please just try to explain more on the part where you explained saying dividing a square root term by x is like diving that square root term by the square root of x^2
GOATED!!!!!!!!!!!!!!
Loves from Bangladesh❤❤❤
That's nice
You're the best
متابع يشكرك من المغرب
Nice one
amazing video
Thanks!
Finally... this makes sense
Thanks Sir
lakas!!
you look handsome young man = D
From kenya❤I think know I can become professor😂
I think the answer is infinity. The square root of 64 is + or - 8. Taking -8 gives 1/0 = infinity. y= sq root 64. y^2 =64. (y-8)(y+8)=0.
What about the negative value if yo sqrt(64) in minute 9:44?
best
Can you solve a limit on the cube root??
I find it interesting that in this case, subtracting one infinity from another infinity results in one sixteenth. 😅
🎉 making limit easy 😅
Please can u do the next one on the table of variation
I don't even know what that means. Updated. I googled it. Please email me a problem
Why you not substitute the infinity in the solution
Sir plz help me this question
Find the Limit of Lim tan7x/14x as x tends to 0
And when x goes to minus infinity what happens?! 😀😉
oral question pretty easy
From inspection, something does not look right. Sqr(64*x2+X) at infinite will be 8x+ infinite; take off 8x, and you have infinite. Having said that I cannot see your maths is wrong.
That's why infinity is dangerous
1/16
Tried this, wamap said the answer was wrong. Granted this was 2 years ago
This calculation is correct. I'm sure wamap will fix that.
@@PrimeNewtons Considering the fact that the teacher requires us to use wamap, wamap is correct.
Lol. So, what was wamap's answer?
@@PrimeNewtons I don't know as it does not show the answer unless you get it right.
That's unfair to the student. I hope they've fixed it.
x= + inf
You teach well sir but I think you've gone wrong somewhere.You've divided the whole equation by X instead the X is under a square root.