Very helpful thank you From 2020 year ^^. Your teaching help me as a programmer to find the last digit of really huge numbers . Thanks for your effort and time ,the lesson funny and taught me new things.
I'm an old guy... I was a math/engineering major at Uni back in 1985. Then I fell in love with the Arts and the rest is history. Now I'm challenging myself to dust off my math skills in the hopes of keeping my brain young. I'm ecstatic that I found your series of tutorials! THANK YOU! Everyone should like/subscribe, and be so lucky to learn from someone like you! You have a sincere gift... "Mathematics knows no race or geographic boundaries; for mathematics, the cultural world is one country." - David Hilbert, German mathematician
Wow, you are the third video I watch on exponents and your explanation is absolutely EXCELLENT!!! It is clear and with your step by step explanation you make it very easy to understand.
Tomorrow is a test and I was thinking about this topic, panicking how to prepare since I have missed classes. Just searched the topic on Google and got your video recommended. I am glad I found this video!! It was interesting easy and interactive... I smiled throughout the topic and it felt so easy. Your way of teaching is very involving and thus makes topics easier to digest and understand. I hope you also upload videos on higher mathematics and algorithms... I will be looking into your channel. Keep up the good content 👍.
This is very interesting... A large integer that is raised to another large integer is VERY LARGE!!! You are trying to find out what the last digit is of the integer that's being raised to some number. 🤔 Thank you for the video! ❤
Last numbers 0, 1, 5, and 6, no matter what you raise them to, you'll always have the same last digit everytime. Numbers 0 and 1 will be itself no matter what you are raising them to. Any last number besides 0, 1, 5, and 6 will have different last digits.
@@PrimeNewtons Thanks for your answer, coincidentally that's what I'm trying to do. I want to make a program which can compute what is the frequency of every digit 0,1,2,3...9 in a number 2^a * 5^b where a and b could be 10^5
@@PrimeNewtons I already know how many digits the number 2^a *5^b has. I was thinking on doing something like what you do taking the last digit (units) and see the cycle, then taking the penultimate digit (ten) and so on, until have completed the 9 digits that I knew that the number had
I will never sleep in Math Class, if he is the teacher🥺🙌 very entertaining Sir! Entertained and learned at the same time. Thanks Sir, learning became more easier! Looking forward for more of your videos. Greetings from Phils.
Essentially it’s because a pattern is created in the last digit don’t have to watch whole video great content tho appreciate you still watched it cause I’m always gonna support my math folks
@@PrimeNewtons I really really like the way you explain. You're a good explainer !! Congratulations on that ! By the way, can you make a video about the same subject but where you explain how to find last digit in a factorial number. Ex : Last digits in 125 !.
@@aklyrics746 like I described earlier, 125! has the factor 10 in it right? That means that the last digit is 0. There is actually a cool way to figure out how many zeroes appear at the end of a factorial. For example if we have 125!, the number of zeroes is floor(125/5)+floor(25/5)+floor(5/5)=25+5+1=31
@@PrimeNewtons oh I just wanted to know what happens or is it possible to get a remainder of 0 so if 0 is are remainder then how are we going to get the last digit number?
Take for example 9^4. 9 has a cycle of 2 (I.e 9,1) so when you divide 4 by 2 you get a remainder of 0. That means it is a complete cycle and the last digit of 9^4 will be the last digit in the complete cycle. That is 1
Very helpful thank you
From 2020 year ^^.
Your teaching help me as a programmer to find the last digit of really huge numbers .
Thanks for your effort and time ,the lesson funny and taught me new things.
4 years ago?!
If only your were my prof
I would have been an honor student
amazing video !
If only.....
@@PrimeNewtons 😂
I'm an old guy... I was a math/engineering major at Uni back in 1985. Then I fell in love with the Arts and the rest is history. Now I'm challenging myself to dust off my math skills in the hopes of keeping my brain young. I'm ecstatic that I found your series of tutorials! THANK YOU! Everyone should like/subscribe, and be so lucky to learn from someone like you! You have a sincere gift... "Mathematics knows no race or geographic boundaries; for mathematics, the cultural world is one country." - David Hilbert, German mathematician
Wow! Your feedback is an inspiration. I am glad you find my videos useful. Thank you for taking the time to share your experience. I cherish it.
I'm from 2024 and I came back here to watch your videos from the beginning, because you're awesome.
This was excellent and entertaining. You are a great mathematician. Please make more videos.
Very helpful! Thanks for helping me how to do my HW. Enjoy me as a new subscriber. Also is 2022!
This was fantastic thanks for the lesson this helped me solve a coding problem.
Me too! Hello fellow coder xD
legend
9:00 is when i remember i have a test lol
Wow, you are the third video I watch on exponents and your explanation is absolutely EXCELLENT!!! It is clear and with your step by step explanation you make it very easy to understand.
I'm glad you found it helpful
Thanks rly jolly and helpful, learning in a fun way :)
Hey mr. Ok! its amara.. nice video👍🏻
thanks that was useful
really liked it,
love from bangladesh
I think I'm going to pass math my subjects if you're my teacher 😭❤️ thank youuu for this video!!!
Sir iam a Telugu subscribe r your explanation is crystal clear
You are simply awesome an angel
Nice explaning🙏🏼💕💕
One of the best videos I came across for this topic plus your teaching styles is a bonus :)
Tomorrow is a test and I was thinking about this topic, panicking how to prepare since I have missed classes. Just searched the topic on Google and got your video recommended. I am glad I found this video!! It was interesting easy and interactive... I smiled throughout the topic and it felt so easy. Your way of teaching is very involving and thus makes topics easier to digest and understand. I hope you also upload videos on higher mathematics and algorithms... I will be looking into your channel. Keep up the good content 👍.
Hope you did well on your test
@@PrimeNewtons I did!! And when this question came, I did it it few seconds. Thank you :)
really positive, easy and fast thank you)
Glad to hear that!
Perfect! thank you
This is so much fun! I love the energy.
My teacher course idont understand last this morining helps me thankz tecsher
This was too cool! The 22 minutes went too fast! I will always remember this lesson! I love the fact that you tell us to put it in our brain!
This questions are so hard before I watch this video 😁
Thank you sir ......
funny and smart
Thank you so much! Very helpful🤗
Maaan , thanks a lot , you just helped me with my ploblems with this theme
What if the denominator is zero?
Hey there. It is me Aischelle. Nice vid
Thanks Aischelle!
This is very interesting... A large integer that is raised to another large integer is VERY LARGE!!! You are trying to find out what the last digit is of the integer that's being raised to some number. 🤔 Thank you for the video! ❤
Last numbers 0, 1, 5, and 6, no matter what you raise them to, you'll always have the same last digit everytime. Numbers 0 and 1 will be itself no matter what you are raising them to. Any last number besides 0, 1, 5, and 6 will have different last digits.
Nice explanation.
Sir You Are a Mathemagician!
Great video, Helped me alot!
well explained! You were born to be a teacher :)
"...back and forth... like friends who fight..."😂😂😂😂😂😂
That was just spontaneous 🤣🤣😂
do not study play only games my dream but in real hhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhhh
What is the last digit of 13^77?
3 has the cycle 3,9,7,1
If you divide 77 by 4 , the remainder is 1
This means the 1st iteration
So the last digit is 3
@@PrimeNewtons ty
1. the neck/body wobble that you did was fun
2. the video went grayscale a few random times in the video
I shot the video with my phone. The camera did it. I'll find a way around it. Thanks Enya.
Excellent video!! Thank you so much. How can I obtain which are all the digits of the number?
I'll have to use a computer program for that.
@@PrimeNewtons Thanks for your answer, coincidentally that's what I'm trying to do. I want to make a program which can compute what is the frequency of every digit 0,1,2,3...9 in a number 2^a * 5^b where a and b could be 10^5
@@PrimeNewtons I already know how many digits the number 2^a *5^b has. I was thinking on doing something like what you do taking the last digit (units) and see the cycle, then taking the penultimate digit (ten) and so on, until have completed the 9 digits that I knew that the number had
That's impressive. I will some day learn how to write such programs. Maybe from from someone like you.
Ohh God ......
I am speechless......
Your technique is unique and expression also......
I don’t care about the quality of the video sir, i just care the way you deliver the topic. I learned a lot from this video.
awesome sir
Nice video Mr.Ok
It was really helpful!
I'm watching in 2022 bro
best teacher I've ever seen!!!
Hi. Can you tell me 5 raised to the power of 888?
I don't know. Use a huuuge computer to find the answer. The answer will have more than 600 digits and the last digit will still be 5. lol
I will never sleep in Math Class, if he is the teacher🥺🙌 very entertaining Sir! Entertained and learned at the same time. Thanks Sir, learning became more easier! Looking forward for more of your videos. Greetings from Phils.
Thank you @Gem Mendoza. I am glad you found it entertaining too.
What is 1/5^888 ?
Did you mean (1/5)^888 or 1/(5^888)?
This is great hahaha nice thanks much sir
yeah, the cycle really makes it cool .........i love your teachings sir,
sincerely!
12:43 he made our problem for us?! lol im just joking i enjoyed this video
Love from India ❤️........
Thank you so much
Thank you for this video sir, it helps me a lot ❤️💓
I learnt this already in algebra already. But didn't know it was even this easy. Wonderful work sir.
That's crazy and amazing thanks sir for this... Teaching level is also in the next level....
Thanks sir you almost seems like Will Smith...
i enjoyed this! :)
2021 and thank you
Is good video -Arvin
Thank you very much
You are welcome
What if there is no remainder?
The last digit will be the last iteration
No need to improve anything.... You're just awesome❤
cuz of you i hope i dont fail my exam
I pray for you.
@@PrimeNewtons thank you
Explained well and in a very funny way. U r superb 😍👍
Glad you liked it
Thank you!
The first question took me about five seconds to calculate mentally. Maybe I should make my own video.
One of the most phenomenal teachers I've ever seen!!
thank you so much that was amazing!!!! no need to improve, keep posting videos!!😀
Great
I have a crush on you, thank you for helping me solve my problems
Lol. You are a comedian, I guess.
@@PrimeNewtons Didn't think you would see this, you're amazing lol. Much love from Sweden
I was looking over your videos and saw this one. Your current presentations have really become polished in contrast.
Good video , What happen if the reminder is equal to 0 with the Number 3 ( e.g. 3^204 ) ?
Wonderful
Thank you! Cheers!
really helpful on my preliminary exams! thank you so much, I think I'm about to ace it tomorrow!
Glad it helped!
Super💯
Nice
I'm studying in 6th Grade and your classes are very useful for me.
Thank you so much, Sir!😊
You are an awesome teacher!
Sir you are amazing!!!!!
So nice of you
Thanks you are awesome!!! I will also unite to this channel subscription as soon as I can, worth it!
Nice
you are a phenomenal teacher
Essentially it’s because a pattern is created in the last digit don’t have to watch whole video great content tho appreciate you still watched it cause I’m always gonna support my math folks
What a funny teacher 😁😁
Nice explanation man !
Glad you liked it!
Very helpful !
Good explanation !
Thanks !
Glad it was helpful!
@@PrimeNewtons I really really like the way you explain. You're a good explainer !! Congratulations on that !
By the way, can you make a video about the same subject but where you explain how to find last digit in a factorial number.
Ex : Last digits in 125 !.
@@aklyrics746I will work on that too.
@@PrimeNewtons Thanks before !
@@aklyrics746 like I described earlier, 125! has the factor 10 in it right? That means that the last digit is 0.
There is actually a cool way to figure out how many zeroes appear at the end of a factorial. For example if we have 125!, the number of zeroes is floor(125/5)+floor(25/5)+floor(5/5)=25+5+1=31
what happens when you get a remainder of 0?
Please share the detail of this question
@@PrimeNewtons oh I just wanted to know what happens or is it possible to get a remainder of 0 so if 0 is are remainder then how are we going to get the last digit number?
Take for example 9^4. 9 has a cycle of 2 (I.e 9,1) so when you divide 4 by 2 you get a remainder of 0. That means it is a complete cycle and the last digit of 9^4 will be the last digit in the complete cycle. That is 1
@@PrimeNewtons I see thank you so much your such a big help
so cool, you're a good teacher!
Thank you! 😃
can't you take mod 10?
When I this video, it was meant for the general public who have no knowledge of number theory. I plan to make number theory videos soon.
tysm
You're welcome
Nice editing and I'm Alessandro by the way
Thank you Alessandro. i hope to get better with the videos.
@@PrimeNewtons me too
@@PrimeNewtons One app is skill share that's all I know
@@LexandroxX Thank you. I'll check it out.
This guy is good.
THANK YOUU
Glad it helped!
I like you
Please keep going !
Thank you
Your hat game is as good as your math game. Great video!
BEST TEACHER/ TUTOR SO FAR