I saw the number of views and subscribers and thought to myself that watching this video would be a waste of time. I've learned about the squeeze theorem a couple of times since 2020, but I never understood its importance and where to start. The part where you advised us to start with a function that has upper and lower limits astronomically informed me of something I had never known. Thank you very much, sir! I have already subscribed to the channel. You really know what you are doing and I like your vibe too lol
I have a test at 7am i knew nothing till i came here I'll tell yuu the feedback when i come back.. I've watched so many videos of him and yohhh. He's the best i won't lie😭😭😭😭😭
Your way of explanation is excellent and unique ---- as if you are present in person. Indeed you have the skills to draw interest and attention. You could even teach a donkey lol. Please keep putting out your excellent videos. God bless.
I must say learning online is much more fun than university classes with these kinds of videos. I only wish we could get such teachers in our classrooms
Thank you, this was so helpful! I kept finding videos explaining the concept but the concept was pretty easy to understand, the hard part was figuring out how to turn a single expression into an inequality to be able to apply the Squeeze Theorem.
One of the best explanations to the squeeze theorem out there! So so so helpful, thank you for actually explaining the whys and hows of solving the problem
God bless you sir now, I manage to deal with problems that require squeeze theorem, well explained easy to understand once again sirrh GOD bress u alott!!!!
I was really confused when we started with limits in calculus and the lectures were making no sense. But just watching your video for the first time helped me understand the concept and I am finally feeling like I am progressing. Thank you Sir.
I almost give up but by the moment I came across this video I realize that it gonna help me alot..Today I learn something new and it's really productive..May God bless you sir,,thank you
...A very good day to you Newton, First of all I hope you are well. I missed you on CZcams this week ; please don't take this too personally, because I understand very well that people who work hard want to take a break every now and then. I thought your presentation on the squeeze theorem (sandwich theorem) was excellently clear, where literally and figuratively no bread spreads such as peanut butter and jelly can be added (lol). I always have a bit of trouble making comments, even when asked, as long as you know that I share my observations purely from a positive, constructive attitude; I maintain respect for other people's creations above all else! I personally think the squeeze theorem is one of those fantastic intellectual inventions of mathematicians! I hope to see some of your enthusiasm again soon in your future presentations, and wishing you the best of luck... Thank you for all of your inspiring math efforts, Jan-W
Hello Jan-W, Good to hear from you. I actually needed to take a break from making videos. I was getting too busy. Your comments are absolutely helpful. I took time to try your method of finding limits of surds (instead of multiplying by the conjugate). It wasmpleasing to see how smart your trick was. I'm enjoying CZcams because of people like you who make constructive contributions. I'll be back soon with a video. Thanks.
i love the way you smile and teach, with how most of the tutors online just showing their workings, i kind of miss this type of videos. please keep it up! i will support u always
Sir! First I want to thanks you for your great contribution to the international cyber community. I am a person who can’t afford to study mathematics. However, I am doing it in the internet. CZcams. I am glad to find your channel. I have many gaps in math as a result. My question is when or how I know when I have to use the squeeze theorem in a problem?
There are professors who instil love for their field (and others that don't...😂). You are on the top! All the other commentators have used all the gratitude words! I am in my 60's (a bit more...😌) but I watch your videos with such an interest and joy! Many thanks. I wish you all the best. P. S. I am "living".
Thank you! I have to take the AP Calc Exam on tomorrow and I never really understood what my teacher meant by this (mainly because I wasn't exactly paying attention during that lesson), but you explained it pretty well. And it's nice that you didn't just take a simplistic function and instead showed something that commonly shows up.
WOW wow.. Have watched a couple of videos on this but this is where I have started understanding it.. thank you so much.ur presentation is perfect 👌..that smile really got my attention so well 🤣🤣
It was interesting how you brought on the Squeeze Theorem subtly to solve this limit problem and showed it's utility. However, as you said, there is a way to do this problem without this- which is straightforward if you divide out the numerator and denominator by x^2, and then consider EACH of the resultant 2 expressions as x--> infinity. It is quite clear that the first expression will tend to 4 and the cos 5x/x^2 will tend to zero. So, we get 4 as the answer.
Amazing sir The way you explain things,the calmness that you have is what makes your videos outstanding. Learnt the topic in the very first go. Thank you so much 😃
I finally understand, your explanations are so thorough and you make it fun to watch. I wonder, however, how can squeeze theorem be utilized when there are no trigonometric functions in the expression?
Thank you so much man! My calculus midterm is coming up later this week and I've been struggling to understand this concept but you made it crystal clear! Great tutorial!
This video is amazing as squeeze theorem is definitely well explained, if I had watch this earlier I could've not failed that squeeze theorem question in the test but either ways I believe I'll do good in the exam... Thank you sir ❤
I saw the number of views and subscribers and thought to myself that watching this video would be a waste of time. I've learned about the squeeze theorem a couple of times since 2020, but I never understood its importance and where to start. The part where you advised us to start with a function that has upper and lower limits astronomically informed me of something I had never known. Thank you very much, sir! I have already subscribed to the channel. You really know what you are doing and I like your vibe too lol
Thank you, Brian. Your comment is appreciated.
Now I can handle any problem concerning squeeze theorem
i thought the same thing but bro is a big help !!!
I am sorry but ur now my lecture. 😂Thanks tho
W fit
W bro
W explaining
W camera and video
W accent
just impressive.
You explain as well as the Organic Chemistry Tutor, amazing stuff
That's an honor
I watch both tutors. I watch this one for short vedios and The Organic Chem tutor for longer vedios.
Well it depends
The way you smile while teaching..fill us with positive energy...
Love from india 🇮🇳 ♥️
no annoying music no stupid flashes
just pure education
enjoyed it
My friend don’t stop doing these videos. You are an excellent teacher of math. THANK YOU!
I like how you teach with a smile and joy. Not sure if its because I was also smiling, but your example made sense. Thanks
Beautiful in every aspect. The energy, the engaging smile, the explanation, the accent. Thanks.
❤❤
Every time I watch your vids, I feel like I dissolve most of the troubles in my brain . Thanks for the relief and ...I'm not stopping learning 😂🎉
I'm glad my videos are helpful. I appreciate the feedback.
never seen this before, understood it in 10 mins, thanks a lot
I have a test at 7am i knew nothing till i came here I'll tell yuu the feedback when i come back.. I've watched so many videos of him and yohhh. He's the best i won't lie😭😭😭😭😭
Also have a test at 7am😭
Good luck
Your way of explanation is excellent and unique ---- as if you are present in person. Indeed you have the skills to draw interest and attention. You could even teach a donkey lol. Please keep putting out your excellent videos. God bless.
Thank you very much. I appreciate your kind words.
Prime Newtons sure knows how to put the squeeze on teaching math. Bravo, sir! 🤠
That's a nice line. Compliments of the season ☺️
love watching your channel as i prepare dor tests! your explanations are so clear! thank you!
I must say learning online is much more fun than university classes with these kinds of videos. I only wish we could get such teachers in our classrooms
You are the best, i am writing test 1 today and i started watching your videos today and they helped me a lot....✌🏼💯👊🏽
All the best
It only took me a few minutes of watching this video to suscribe. I just love how you can explain it so well and be so chill at the same time.
thank you so much for this video. i almost teared up watching this because you teach with such kind eyes and your explanation actually processed.
I love this guy's genuine joy as he explains the process
Thank you, this was so helpful! I kept finding videos explaining the concept but the concept was pretty easy to understand, the hard part was figuring out how to turn a single expression into an inequality to be able to apply the Squeeze Theorem.
One of the best explanations to the squeeze theorem out there! So so so helpful, thank you for actually explaining the whys and hows of solving the problem
God bless you sir now, I manage to deal with problems that require squeeze theorem, well explained easy to understand once again sirrh GOD bress u alott!!!!
really appreciate his work even in 2023. one of the easiest way to understand. thank you.
Glad it was helpful!
I had only used this theorem in fundamental trigonometric limits, now my mind has seen further, thank you.
you definitely have my full undivided attention professor, this was VERY helpful thank you
Your teaching method is magical sir ...a huge thank you 🙂❤️
You always make my Mathematics easy. Thank you sir for your zeal
I was really confused when we started with limits in calculus and the lectures were making no sense. But just watching your video for the first time helped me understand the concept and I am finally feeling like I am progressing. Thank you Sir.
I almost give up but by the moment I came across this video I realize that it gonna help me alot..Today I learn something new and it's really productive..May God bless you sir,,thank you
Used to find this quite difficult. You are the first one to explained so simply and so well put. Love that Richard Feynman in you. THANK YOU SIR!
...A very good day to you Newton, First of all I hope you are well. I missed you on CZcams this week ; please don't take this too personally, because I understand very well that people who work hard want to take a break every now and then. I thought your presentation on the squeeze theorem (sandwich theorem) was excellently clear, where literally and figuratively no bread spreads such as peanut butter and jelly can be added (lol). I always have a bit of trouble making comments, even when asked, as long as you know that I share my observations purely from a positive, constructive attitude; I maintain respect for other people's creations above all else! I personally think the squeeze theorem is one of those fantastic intellectual inventions of mathematicians! I hope to see some of your enthusiasm again soon in your future presentations, and wishing you the best of luck... Thank you for all of your inspiring math efforts, Jan-W
Hello Jan-W,
Good to hear from you. I actually needed to take a break from making videos. I was getting too busy. Your comments are absolutely helpful. I took time to try your method of finding limits of surds (instead of multiplying by the conjugate). It wasmpleasing to see how smart your trick was. I'm enjoying CZcams because of people like you who make constructive contributions. I'll be back soon with a video. Thanks.
I think I got more knowledge that I expected, thank u mate👍
i love the way you smile and teach, with how most of the tutors online just showing their workings, i kind of miss this type of videos. please keep it up! i will support u always
Thank you so much! I didn't understand squeeze theorem until now- I really appreciate it!
Thank you! No one else would actully explain the setup for this.
I can't think of stop learning from you! 😊 Thanks for you have explained it well for me!
Wow! Thanks.
Sir! First I want to thanks you for your great contribution to the international cyber community. I am a person who can’t afford to study mathematics. However, I am doing it in the internet. CZcams. I am glad to find your channel. I have many gaps in math as a result. My question is when or how I know when I have to use the squeeze theorem in a problem?
Only use it when specified or when you're stuck. From experience, it comes in handy when there no other way.
Thanks for the reply
Thank you good sir ! I was searching for a sandwich theorem example and haven't found a single video of this quality. It helped a lot.
I'm glad it helped. Please share this video with others.
There are professors who instil love for their field (and others that don't...😂). You are on the top! All the other commentators have used all the gratitude words! I am in my 60's (a bit more...😌) but I watch your videos with such an interest and joy! Many thanks. I wish you all the best.
P. S. I am "living".
Wow, thank you!
literally have never commented on an education yt video before but dude this was just such a clear and helpful video tysm TT
Thank you !
Hello sir. I'm gonna be honest, you helped me understand this better than my professor, you have good vibes and instruction. Thank you.
You are very welcome
This man is single handedly saving my grade right now
Thank you! I have to take the AP Calc Exam on tomorrow and I never really understood what my teacher meant by this (mainly because I wasn't exactly paying attention during that lesson), but you explained it pretty well. And it's nice that you didn't just take a simplistic function and instead showed something that commonly shows up.
Subscribed. You were born with the gift of teaching. Thank you!
Wow, thank you!
Wow!! You make it so easy for everyone to understand calculus 👏👏
Thank you!
I like the style how u explain it, wish my lecturer can teach as well as you do.
Gotta love the energy!
Thanks. Please share with others.
There is allways new things to learn!!! Thank you.
perfectly executed. Thank you, god bless!
May God bless you too.
You are just amazing, in fact you made it soo clear to me than any other online tutorial.
Oh my god i actually smiled irl becausee of how happpy i was understanding this in such a concise manner! Tysm
You are genuinely a really good teacher, And you have an amazing voice!
Thanks. I'm glad the video was helpful.
Thank you so much sir well understood, and your energy was so positive
YOU ARE AWESOME! LITERALLY TAUGHT ME BETTER THAN MY LECTURER. Love the concise explanation, made it look easy :)
WOW wow.. Have watched a couple of videos on this but this is where I have started understanding it.. thank you so much.ur presentation is perfect 👌..that smile really got my attention so well 🤣🤣
Thank you for your kind words. Appreciated!
Man I like your energy, you seem like you love what you do
I do!
Love the passion you put in these videos. Gained a subscriber🎉
great explanation! thank you, chief.
you're the best lecture , probably your students gets A's 🤗
This teacher looks so friendly and sweet.
The explanation are superb🎉. Calculus made easy by following your methods 😂.
your teaching style touched my heart.. Thanks a lot
it's so cute how happy you are 😭
This helps me understand the squeeze theorem much better, thank you.
It was interesting how you brought on the Squeeze Theorem subtly to solve this limit problem and showed it's utility. However, as you said, there is a way to do this problem without this- which is straightforward if you divide out the numerator and denominator by x^2, and then consider EACH of the resultant 2 expressions as x--> infinity.
It is quite clear that the first expression will tend to 4 and the cos 5x/x^2 will tend to zero.
So, we get 4 as the answer.
I liked your way of delivering the information. You really helped me. I am very grateful to you
The train sound was a good touch . Thank u for the explanation
This was absolutely amazing, understood it so clearly, thanks from Bangladesh, man.
You made it so clear, thank you so much, you gained a new subscriber 🎉
It was a great explanation...u just took time and explained every step...thanks 'gurujii'
You just made me understand this theorem in just 10 mins, wow😀
THnks for the video was really fun to watch
Amazing sir
The way you explain things,the calmness that you have is what makes your videos outstanding.
Learnt the topic in the very first go.
Thank you so much 😃
from the bottom of my heart, THANK YOUUUUUUUU!!!!!!!!!!!!!!!!!!!!!!!!!!!
Excellent explanation! I’m going to come back to your channel for future lessons
Such a Beautiful Explanation
Your Smile Made me Smile ❤
last video i watched before my exam which will be happening soon and oh my god. you are good.
thanks sir..this helped me to did my university assignment
I finally understand, your explanations are so thorough and you make it fun to watch. I wonder, however, how can squeeze theorem be utilized when there are no trigonometric functions in the expression?
just found your channel, great videos, thank you!
Bro deserve millions❤
Thank you so much man! My calculus midterm is coming up later this week and I've been struggling to understand this concept but you made it crystal clear! Great tutorial!
Thank you! You make this so easy to understand. ❤
Great explanation man, Im spanish and I understood the video perfectly
I found another amazing tutor like organic tutor u guys are saving ussss
Me near the 9 minute mark: OOOOOOOH! I FINALLY understand squeeze theorem lol. Thank you!
This video is amazing as squeeze theorem is definitely well explained, if I had watch this earlier I could've not failed that squeeze theorem question in the test but either ways I believe I'll do good in the exam... Thank you sir ❤
this has really helped me understand , one of the best explanations ive come across , thanks so much sir
Thanks for coming to the rescue sir really appreciate it❤🎉🎉
Like your videos man watching from Bangladesh 🇧🇩
Thanks for the feedback. Please share this channel with others. Thank you.
Thank you so much❤your explanations are the best!
Wow my first time on your channel 🥺I never thought this was the right place but it turns out it is❤️ thanks mn
Please share with others. Thank you.
Thanks my problem is using squeez when it's equal to a constant
great explanation 👌
My man, this was an awesome video and demonstration. :0
That was incredibly well explained
You are amazing sir I really Appreciate your work
You're a great teacher!
Thank you! 😃
Best Video for Squeeze Theorem
You always make me feel good
Great explanation and I love the enthusiasm