In fact, learning process is in fact governed by Compound Interest, The more you practice (componding), the more you learn. All our knowledge, experience etc, can be viewed from this compound formula. Thank you Sir, your teaching is great.
Ok, let me explain it this way...as a professor, you have earned a compound interest from everyone appreciation, appreciation.....appreciation. I also have observed w/in 48 minutes that your smart brain and a good heart by taking your time to educate people about debt.
You are an amazing math teacher and really explain the concepts well. Many years ago I did an undergraduate degree in math because it was so easy and fun. I continued my studies with several post-graduate degrees, not in math and have had an amazing very successful career. Now that I am retired, I have gone back to studying math as a hobby; your lessons have been instrumental in re-sparking my interest. Thanks so much!!
I spent almost one hour searching in google for the concept of other than annual compound rates. This was an amazing explanation makes us to understand the concept rather than memorizing it. Thank you so much
This teacher / instructor is soo good!! He explains the process step by step in order to helping people understand the theory. I am happy find this Chanel.
Splendid way of explaining. I never wanted to study Math before but my dad forced me to watch this video and I really enjoyed learning it .Thankyou very much. I am looking forward for more videos and learn better.
I'm actually one of those students who asked my math teacher why study maths. I didn't like numbers. Today, with a growing interest in investing, I'm finally appreciating numbers and especially compound interest. N I love that line by Albert Einstein. 'He who knows it, erns it. He who doesn't, pays it" 💪😉
Many years and I was listening to teachers who themselves didn't understand the concept. Thanks for explaining it thoroughly. Wondering all those days I didn't search it till this moment 🙉. keep it up.👍
After 54 yrs I found a math teacher that I can understand. I was lost on the last part with the log but I will watch a few times like you suggested to see if I get it. Thanks.
Thank you so much Jason. I've been looking for a Guru who could explain to me the real meaning of 1 in the formula. I've found one in you. It's not so hard to understand the formula except for the number 1 in the bracket. It makes sense when you explain it as distribution of multiplication over addition. It did not make sense when many teachers say it is hundred percent or.... Keep up the great service.
You are truly a great teacher for having me understand the power of compounding.I have very much appreciated all your teaching which I haven’t learned on my younger years.
You are a genius Sir. One thing is to have the knowledge another is to know how to convey it and share it to others. GOD bless you are the REAL INFLUENCER that changes for better lives of thousands of people making an unmeasurable positive impact in our short existence. I am your fan forever. I will subscribe to your official web page and maybe collaborate a least a little bit because I am still a student. You don't' just deserve economical abundance you deserve all the good things. Love you Sir!🙌🙏🙏
He is god's gift teacher. I did not learn this subject in my engineering learning.. We were more of parabolas , hyperbolas ellipse and functions up to integro- differential... very hard.. The best teacher in the world
Been afraid of maths my whole life now i've found a teacher that makes me understand what it took them 3 high school years to teach me in just 48 mins T__________T
I am loving his sophisticated in math industry. And this will educated whom has courageous in math for living. Loved its because it's professional skillful.
You want to learn, stick to Mr. Gibson teaching method. He is unique on determination to give knowledge. Not learning is NOT an option with Mr. Gibson. It is pleasure going through his videos.
I needed to help my grandson with his math and all I had was the equation- no example or explanation and no “n”. Thank you for explaining so it all makes sense. Didn’t even need to watch the whole thing to get it.
I have been following all your works i come across on UA-cam and i love them all. I wish i could have all the lessons from basic level to expert level.
Man, I guess a lot of people just want FAST MONEY these days and not having to work and have patience! Excellent explanation and I love your teaching as well!
Well done jason...i can see a future where online learning replaces schools...and if your lessons are anything to guage the future by...the future is bright
It's no wonder this guy was seen in mission control at NASA rather than just teaching in a classroom. He clearly understands what's going on behind the math more than most people. Obviously, the doubling exponential function is y=2^(x). The inverse of that would be log2(y)=x. Exponential functions will always outgrow linear functions, if you give them enough time. I'm just watching this as a preview for the coolest number around: e.
I am 47 -years old back in school. I was struggling and crying trying to complete my math class. I just sat here for 40 min listening to you explain math in a way that I truly understood. then you lost me on the log of?
in the example of saving money, minute 10.13, in the website, it is an example of compound interest with contributions, where contributions are monthly, and compounding annually. What is the formula is this case? The formula that I normally use is accurate when period of contributions, and compounding period is the same, for example, monthly contributions, and compounding monthly. However when the contributions are monthly, and compounding annually, the result is not accurate. I'd really appreciate to know what is the formula behind the calculation of the example in this video. Thank you.
Wow, wish they taught this subject of investment in school, like they didn't want us to know, truly amazing teacher you are, great I can now show the grannies what to do 👍👍👍
Can you help me solve this? I have $10,000 invested at 20% interest per year, compounded daily. BUT, in order for me to collect the interest (and reinvest it) I have to pay 40cents (regardless of how many days of interest have accumulated). What is the optimal number of days that I should wait to collect my interest and reinvest it?
The value of the money is also depreciated every year. It’s buying power for different items changes.The coffee which was 10 cents in 1968 is now three to four dollars..
Thank you for your videos 🙏 What banks give 8% interest? I googled it but so many sites open up and I’m not sure which is right. I’m afraid of getting scammed. Which banks in California give 8% interest?
8% we should be so lucky! Basic bank savings is at an all time low. 0.01% HSBC uk Cash ISA is zilch now. Soon b putting my money under the bed! Love yr teaching method by the way. Cldve done with you at school, I'm 81yrs old.
Thank you I always have a ton of trouble with Maths but the way you explained it is awesome I finally understand compound interest. Thank you so much your videos are SO helpful.
Do you have examples and calculations of compund exponential growth which including adding a fixed sum every month? You mentioned saving each month, but not much was explained as with the one-time-deposit.
Isn't the quarterly interest better than the annual interest? Cause your "free money" earn interests more regularly. Am I right here? And if I am, how would you prove this in a more rigorous way?
65 years later, and now I find the Math teacher I've been looking for.
No - 65 year later you are mature enough to understand those concepts 😂
I agree with you David
True!
The Chinese saying: it's better to learn for 1 year under a good teacher than 100 years under a bad teacher
Ian 66 and finally understand !!!
In fact, learning process is in fact governed by Compound Interest, The more you practice (componding), the more you learn. All our knowledge, experience etc, can be viewed from this compound formula. Thank you Sir, your teaching is great.
Well-put! :)
Ok, let me explain it this way...as a professor, you have earned a compound interest from everyone appreciation, appreciation.....appreciation. I also have observed w/in 48 minutes that your smart brain and a good heart by taking your time to educate people about debt.
You are an amazing math teacher and really explain the concepts well. Many years ago I did an undergraduate degree in math because it was so easy and fun. I continued my studies with several post-graduate degrees, not in math and have had an amazing very successful career. Now that I am retired, I have gone back to studying math as a hobby; your lessons have been instrumental in re-sparking my interest. Thanks so much!!
Same for me a hobby now.
The question is how much money would I have saved if I had this guy as a math teacher 25 years ago...
I really don't know why I am going to school they Just write down problems without understanding anything
Inn h.c USC
Agreed 👋🥹
How old are please
A staggering amount of money basically
I spent almost one hour searching in google for the concept of other than annual compound rates. This was an amazing explanation makes us to understand the concept rather than memorizing it. Thank you so much
This teacher / instructor is soo good!! He explains the process step by step in order to helping people understand the theory. I am happy find this Chanel.
You are real Math Teacher Makes us to understand properly
You're such a great tutorial instructor ever.
SIR Mr. The professor Jason!!
You are truly an incredible teacher.
God bless you
We all you
Splendid way of explaining. I never wanted to study Math before but my dad forced me to watch this video and I really enjoyed learning it .Thankyou very much. I am looking forward for more videos and learn better.
This teacher is one of the best I have seen... ( I am almost 78.)
happy 80th birth day
This lesson is much more practical than most classes I have taken in college. Thank you so much!
I'm actually one of those students who asked my math teacher why study maths. I didn't like numbers.
Today, with a growing interest in investing, I'm finally appreciating numbers and especially compound interest.
N I love that line by Albert Einstein. 'He who knows it, erns it. He who doesn't, pays it" 💪😉
I am not worried about maths and science anymore. All I need is time to watch your video. Thank you again, Sir.
Many years and I was listening to teachers who themselves didn't understand the concept.
Thanks for explaining it thoroughly.
Wondering all those days I didn't search it till this moment 🙉.
keep it up.👍
Bless your soul sir you are a true and worthy INFLUENCER I realize the entire universe is made of infinite amount of math and knowledge!!
After 54 yrs I found a math teacher that I can understand. I was lost on the last part with the log but I will watch a few times like you suggested to see if I get it. Thanks.
Thank you so much Jason. I've been looking for a Guru who could explain to me the real meaning of 1 in the formula. I've found one in you. It's not so hard to understand the formula except for the number 1 in the bracket. It makes sense when you explain it as distribution of multiplication over addition. It did not make sense when many teachers say it is hundred percent or....
Keep up the great service.
You are very welcome!
Thanks, you have the gift of making people understand,
You are truly a great teacher for having me understand the power of compounding.I have very much appreciated all your teaching which I haven’t learned on my younger years.
You are a genius Sir. One thing is to have the knowledge another is to know how to convey it and share it to others. GOD bless you are the REAL INFLUENCER that changes for better lives of thousands of people making an unmeasurable positive impact in our short existence. I am your fan forever. I will subscribe to your official web page and maybe collaborate a least a little bit because I am still a student. You don't' just deserve economical abundance you deserve all the good things. Love you Sir!🙌🙏🙏
He is god's gift teacher. I did not learn this subject in my engineering learning..
We were more of parabolas , hyperbolas ellipse and functions up to integro- differential... very hard..
The best teacher in the world
The truth i knew about compounding interest but never understood it,, you made me understand it even more deeper thanks teacher
Been afraid of maths my whole life now i've found a teacher that makes me understand what it took them 3 high school years to teach me in just 48 mins T__________T
I am loving his sophisticated in math industry. And this will educated whom has courageous in math for living. Loved its because it's professional skillful.
You want to learn, stick to Mr. Gibson teaching method. He is unique on determination to give knowledge. Not learning is NOT an option with Mr. Gibson. It is pleasure going through his videos.
I needed to help my grandson with his math and all I had was the equation- no example or explanation and no “n”.
Thank you for explaining so it all makes sense. Didn’t even need to watch the whole thing to get it.
I have been following all your works i come across on UA-cam and i love them all.
I wish i could have all the lessons from basic level to expert level.
Wow, thank you!
@@MathAndScience good morning Sir..
Any video for bank discount in finance??
I have seen many but yours would be more basic and easy to understand..
Man, I guess a lot of people just want FAST MONEY these days and not having to work and have patience! Excellent explanation and I love your teaching as well!
Gently Buzzed Podcast l
L
L
L
L
Well done jason...i can see a future where online learning replaces schools...and if your lessons are anything to guage the future by...the future is bright
you are the maths teacher i needed the most this is so so helpful and will definitely help me for the future
The best teacher ever!
This professor is brilliant
yes
It's no wonder this guy was seen in mission control at NASA rather than just teaching in a classroom. He clearly understands what's going on behind the math more than most people. Obviously, the doubling exponential function is y=2^(x). The inverse of that would be log2(y)=x.
Exponential functions will always outgrow linear functions, if you give them enough time. I'm just watching this as a preview for the coolest number around: e.
I enjoyed math today more than I did in school!!! I actually did the math too!
The best explanation on the planet
His way of teaching is gorgeous
Ey yo are you flirting 🫦 with him
Excellent, clearly explained with just the right amount of reiteration etc. for me!
Very clear explanation. Excellent teacher.
Wow I really appreciate for your help bcoz I never understand compound interest thank you so much God bless you
I used to hate maths. I wish I had a teacher like you.
thanks for the video coz that really gave me a clear idea on how to explain compound interest to my students
Sir you are really a blessed professor
Dear Jason , You are amazing teacher
Your explanation is clear and I like your teaching
I am 47 -years old back in school. I was struggling and crying trying to complete my math class. I just sat here for 40 min listening to you explain math in a way that I truly understood. then you lost me on the log of?
It's no longer over my head. thank you !
As dumb and effed up as I am with maths... I understood exactly how this eighth wonder of this world.
its was getting easier until 43:11 where do logs come in from and are the super necessary to use?
Excellent concept teaching sir
what a great information you have broken down into an easy way of understanding. bless you
super....described from the bottom.... kids will understand all concept, theory and practical applications...super..
I enjoy this part, of the lesson. I never understood the formula when I was in School. 65 yrs ago
Well explained .. thanks to you Legend. Best math teacher ever! I've been following yr tutorial videos. keep up with the good work.. applauding!
in the example of saving money, minute 10.13, in the website, it is an example of compound interest with contributions, where contributions are monthly, and compounding annually. What is the formula is this case? The formula that I normally use is accurate when period of contributions, and compounding period is the same, for example, monthly contributions, and compounding monthly. However when the contributions are monthly, and compounding annually, the result is not accurate. I'd really appreciate to know what is the formula behind the calculation of the example in this video. Thank you.
Wow, wish they taught this subject of investment in school, like they didn't want us to know, truly amazing teacher you are, great I can now show the grannies what to do 👍👍👍
thank you for the explanation...I wish we could find 50% interest rate compounded daily. I did find 5.10% for 10 months.
Is the same formula approved with the stock investment
super video professor... I admire your my friend..... thank you very much.
Can you help me solve this? I have $10,000 invested at 20% interest per year, compounded daily. BUT, in order for me to collect the interest (and reinvest it) I have to pay 40cents (regardless of how many days of interest have accumulated). What is the optimal number of days that I should wait to collect my interest and reinvest it?
Also need to take any dividend growth into consideration.
The value of the money is also depreciated every year. It’s buying power for different items changes.The coffee which was 10 cents in 1968 is now three to four dollars..
Thank you for simplifying compound interest for me
Thank you for your videos 🙏 What banks give 8% interest? I googled it but so many sites open up and I’m not sure which is right. I’m afraid of getting scammed. Which banks in California give 8% interest?
You are an excellent teacher for sure.
Excellent video! I really finally understand compound interest.
given a know initial capital, investment period, target balance, what is the compound interest rate required to get me there?
8% we should be so lucky! Basic bank savings is at an all time low. 0.01% HSBC uk
Cash ISA is zilch now. Soon b putting my money under the bed! Love yr teaching method by the way. Cldve done with you at school, I'm 81yrs old.
Thanks so much!
Thank you I always have a ton of trouble with Maths but the way you explained it is awesome I finally understand compound interest. Thank you so much your videos are SO helpful.
Is there any difference between the interest got by compounding 8% annually and compounding 2% quarterly???
Amazing class! Thank you very much.
Greetings from Brazil.
So,, on the 3nd quarter do you use the original principal or the new principal that you earned on quarter 2??
what a banger of a vid....thouroughly enjoyed this sir...
Do you have examples and calculations of compund exponential growth which including adding a fixed sum every month? You mentioned saving each month, but not much was explained as with the one-time-deposit.
Wow, this is quite insightful. I wish I knew this 15 years ago.
Your lessons really help
GREAT EXPLANATION
You Are Awesome. Perfect Math Teacher 🙌
Very well explained.Much appreciated.How does it work for compound interest calculated daily? What would be its formula? Thanks.
you would use 365 for daily. Just like 12 for monthly, 4 for quarterly, and 1 for annually.
play video at 32:43
THANK YOU... SIR...!!!
GREAT TEACHER...!!!
AGAIN...!!!
Difficult thing but ery easily explained ❤
nicely done, thank you! asking my students to check out your video.
Very well explained thank you so much
Thankyou so much for the effort to make us students understand it sir
Thank you for sharing this knowledge to the world sir. You are a genius
For me, the problem part is log
You're amazing
Best explanation on here thankyou
very good lesson
Wow this video has really helped me a lot.....you the best 👏👏
Sir,
How to calculate Compound interest if I invest monthly regular amount for 40 years? Is there any formula? Please reply.
Great teacher, great lesson.
Exponential decay is also important to understand not to pile on depreciating assets.
Hi just want to know the formula for when “n” number of compounding period per year is unknown.
i'm watching this the day before my SAT :)
I understand this for the first time.
Save and save often.
Isn't the quarterly interest better than the annual interest? Cause your "free money" earn interests more regularly. Am I right here? And if I am, how would you prove this in a more rigorous way?
How does it work.....and which banks do that