It is difficult to overstate the benefits from looking at this channel. Only individuals, such as these guys, who clearly grasp difficult subjects are able to explain them in such easily understandable terms.
🎯 Key Takeaways for quick navigation: 00:00 🤖 *Introduction to Compound Interest and its Applications* - Compound interest extends beyond financial contexts. - Examples include knowledge, learning, habits, and social media followers. - The power of compounding can have positive or negative impacts. 05:43 💡 *Understanding Compounding Intuition with Puzzle Examples* - Puzzle examples of the Mula River and chessboard illustrate our flawed intuitions. - The Mula River example highlights the underestimation of exponential growth. - The chessboard example demonstrates the second half of the chessboard problem, emphasizing the significant impact in later iterations. 07:48 🔄 *Applying Compounding to Habits and Learning* - Developing habits with a 1% improvement daily results in a 37x improvement in a year. - Learning compounds as the ability to form analogies increases with more prior knowledge. - Compounding is applicable to various aspects of life, including personal growth. 09:20 🌐 *Compounding in Social Media and Knowledge* - Social media followers grow exponentially as new followers relate to the existing audience. - Learning compounds as the number of prior concepts facilitates faster understanding of new topics. - The growth in knowledge and social media followers occurs proportionally to the current state. 11:47 🩸 *Biological Compounding and the Role of p53 Protein* - Biological growth involves compounding, with cells doubling through successive divisions. - The p53 protein regulates cell division, preventing uncontrolled growth. - Failure of p53 function can lead to conditions like cancer due to uncontrolled cell division. 15:00 ⚙️ *Moore's Law and Exponential Growth in Computing* - Moore's Law observes the doubling of transistors in a chip every 18 months. - Computing power increases exponentially, leading to powerful devices. - Exponential growth in computing applies to various technological advancements. 19:10 🤖 *Future Considerations: Exponential Growth in AI* - AI is experiencing exponential growth, surpassing Moore's Law. - Planning for the future involves anticipating AI capabilities two years ahead. - AI's impact extends across professions, requiring adaptability. 20:43 ⚠️ *Potential Issues: Resource Limits and Exponential Growth* - Addressing the question of what happens when exponential growth consumes available resources. - Acknowledging the potential consequences and challenges of resource depletion. - Discussing the need for careful consideration and sustainable practices in the face of exponential growth. 21:10 🚴♂️ *Understanding Bicycle Club Entry* - Entry into the Bicycle Club costs 1,000 rupees, including a bicycle and five entry passes. - Participants sell the entry passes to others for 1,000 rupees each. - Explains the exponential growth in participants and potential issues at higher levels. 23:12 🔄 *Pitfalls of Pyramid Schemes* - Compares Bicycle Club concept to pyramid schemes and MLMs. - Highlights how the initial levels benefit while lower levels may struggle to find participants. - Emphasizes the limitation of exponential growth due to resource exhaustion. 25:00 📉 *Linear Thinking vs. Exponential Growth* - Discusses the common mistake of linear thinking in compounding. - Emphasizes the slow initial growth and the significant acceleration in the latter half. - Relates the concept to business startups and the challenges faced in the initial years. 27:05 📈 *Examples of Slow Start and Fast Growth* - Illustrates Warren Buffett's wealth accumulation as an example of compounding. - Highlights the "valley of disappointment" in the initial years of any venture. - Introduces the Bill Gates principle of underestimating achievements in the long term. 29:06 ⏸️ *Impact of Interruptions on Compounding* - Discusses the negative effects of interruptions on compounding progress. - Explains the importance of consistency and sustainability in compounding efforts. - Stresses the significance of avoiding interruptions for optimal compounding results. Made with HARPA AI
I like the content of your videos but reduce the cross talk which is useless and distracting. So the video length can be shorter and more people would watch. Remember I subscribed.
Dear Sir, A task for you. A stock with initial value $1. How do you translate its 20% Growth in Net Income, 9% Growth in Capital Invested, assuming P/E ratio is proportional to ROIC, ie if ROIC = 13, P/E = 13, into the Compounding Interest? What is the formula of compounding interest? What are the values of the stock after 1,3,5,7,9,11 years respectively. Note: G (net income) ≠ G (Compounding Interest) Compounding interest ≠ $1 * (1 + Gnet_income)^n_years
Thanks you! Re: books. Great question. I can make out "How to Win Friends and Influence People". I don't really remember which the others are. I've asked Ankur if he remembers -navin
I think the other books there are. The first one there is Ankur's all-time favourite. - The Art of Thinking Clearly - Grit - Barking Up the Wrong Tree - Free Lunch -navin
Loved the education...I wished I learnt it much earlier..School teach you crap..It's all nonsense that we were taught in school..Like kiyosaki says PhD is poor,hopeless and desperate..
However, you can double your money in, say, 6 years. And the results of doing that 10 times are equally surprising. A vast majority of Warren Buffet's fortune was earned after he crossed retirement age!
PRO TIP: I want you to build a setup where apart from you guys and the Mic, THE ONLY THING that should be visible in the background is books and books 📚 and NOT Well organized one, randomly stacked one on top of other, chaos. And consider getting some beautiful girl 💃 in the picture. I'll work like magic. P.S.: 🔎Pavneet Singh🔍
The beard Guy is inturrupting!!!
good video . but the anchor is distracting the speech.
And overacting 😵
Anchor shud b told, he is getting to point of being irritating
ya
Anchor is making it easy to understand for average watcher.
Trust me this channel has potential to reach 1 M subs just keep posting valuable content like This!
They are hoping for this compounding game to become real for their channel.
It is difficult to overstate the benefits from looking at this channel. Only individuals, such as these guys, who clearly grasp difficult subjects are able to explain them in such easily understandable terms.
Thank you so much for your kind words! Your comments have been a source of strength for us! :)
- Shrikant
The best video on compounding on the internet. Thanks guys for sharing this great value
Your content is very very exponentially good. Pls never stop this show
🎯 Key Takeaways for quick navigation:
00:00 🤖 *Introduction to Compound Interest and its Applications*
- Compound interest extends beyond financial contexts.
- Examples include knowledge, learning, habits, and social media followers.
- The power of compounding can have positive or negative impacts.
05:43 💡 *Understanding Compounding Intuition with Puzzle Examples*
- Puzzle examples of the Mula River and chessboard illustrate our flawed intuitions.
- The Mula River example highlights the underestimation of exponential growth.
- The chessboard example demonstrates the second half of the chessboard problem, emphasizing the significant impact in later iterations.
07:48 🔄 *Applying Compounding to Habits and Learning*
- Developing habits with a 1% improvement daily results in a 37x improvement in a year.
- Learning compounds as the ability to form analogies increases with more prior knowledge.
- Compounding is applicable to various aspects of life, including personal growth.
09:20 🌐 *Compounding in Social Media and Knowledge*
- Social media followers grow exponentially as new followers relate to the existing audience.
- Learning compounds as the number of prior concepts facilitates faster understanding of new topics.
- The growth in knowledge and social media followers occurs proportionally to the current state.
11:47 🩸 *Biological Compounding and the Role of p53 Protein*
- Biological growth involves compounding, with cells doubling through successive divisions.
- The p53 protein regulates cell division, preventing uncontrolled growth.
- Failure of p53 function can lead to conditions like cancer due to uncontrolled cell division.
15:00 ⚙️ *Moore's Law and Exponential Growth in Computing*
- Moore's Law observes the doubling of transistors in a chip every 18 months.
- Computing power increases exponentially, leading to powerful devices.
- Exponential growth in computing applies to various technological advancements.
19:10 🤖 *Future Considerations: Exponential Growth in AI*
- AI is experiencing exponential growth, surpassing Moore's Law.
- Planning for the future involves anticipating AI capabilities two years ahead.
- AI's impact extends across professions, requiring adaptability.
20:43 ⚠️ *Potential Issues: Resource Limits and Exponential Growth*
- Addressing the question of what happens when exponential growth consumes available resources.
- Acknowledging the potential consequences and challenges of resource depletion.
- Discussing the need for careful consideration and sustainable practices in the face of exponential growth.
21:10 🚴♂️ *Understanding Bicycle Club Entry*
- Entry into the Bicycle Club costs 1,000 rupees, including a bicycle and five entry passes.
- Participants sell the entry passes to others for 1,000 rupees each.
- Explains the exponential growth in participants and potential issues at higher levels.
23:12 🔄 *Pitfalls of Pyramid Schemes*
- Compares Bicycle Club concept to pyramid schemes and MLMs.
- Highlights how the initial levels benefit while lower levels may struggle to find participants.
- Emphasizes the limitation of exponential growth due to resource exhaustion.
25:00 📉 *Linear Thinking vs. Exponential Growth*
- Discusses the common mistake of linear thinking in compounding.
- Emphasizes the slow initial growth and the significant acceleration in the latter half.
- Relates the concept to business startups and the challenges faced in the initial years.
27:05 📈 *Examples of Slow Start and Fast Growth*
- Illustrates Warren Buffett's wealth accumulation as an example of compounding.
- Highlights the "valley of disappointment" in the initial years of any venture.
- Introduces the Bill Gates principle of underestimating achievements in the long term.
29:06 ⏸️ *Impact of Interruptions on Compounding*
- Discusses the negative effects of interruptions on compounding progress.
- Explains the importance of consistency and sustainability in compounding efforts.
- Stresses the significance of avoiding interruptions for optimal compounding results.
Made with HARPA AI
Wow. Thank you for this exposure
Wow , Navinbhai you are amazing.👏👏👏
Thank you Vishal! -@Navin
Biggest compounding is Indian population
Great minds.... Thank you....
Welcome Ji
- Team FIQ
I like the content of your videos but reduce the cross talk which is useless and distracting. So the video length can be shorter and more people would watch.
Remember I subscribed.
hamm gr8 content, just knowledge .. subscribed, and asked my 14 year son to watch it😀sure he loves it
Awesome! Thank you! -@Navin
Great insight , Which touched the common problem saying networking is "Dirty", Pl have more videos to practical ways to do networking
Excellent 🫡
27:58 Ohh my god, I'm sorry but I got a little shock when I realised that Naveen has no right thumb.
Dear Sir,
A task for you.
A stock with initial value $1.
How do you translate its 20% Growth in Net Income, 9% Growth in Capital Invested, assuming P/E ratio is proportional to ROIC, ie if ROIC = 13, P/E = 13, into the Compounding Interest?
What is the formula of compounding interest?
What are the values of the stock after 1,3,5,7,9,11 years respectively.
Note:
G (net income) ≠ G (Compounding Interest)
Compounding interest ≠ $1 * (1 + Gnet_income)^n_years
Wonderful video. Please keep uploading.
Thank you Neha :)
- Team FutureIQ
Naveen sir is amazing , relevant
content. ❤ But the host interrupting the flow with unnecessary fun .
Great stuff , so much fun to watch
Thank you! -@Navin
All of your videos are really great. Thanks for sharing. Could you please share the list of books you have on the table.
Thanks you!
Re: books. Great question. I can make out "How to Win Friends and Influence People". I don't really remember which the others are. I've asked Ankur if he remembers
-navin
I think the other books there are. The first one there is Ankur's all-time favourite.
- The Art of Thinking Clearly
- Grit
- Barking Up the Wrong Tree
- Free Lunch
-navin
Loved the education...I wished I learnt it much earlier..School teach you crap..It's all nonsense that we were taught in school..Like kiyosaki says PhD is poor,hopeless and desperate..
superb
Srikant, got it. Sorry I am like chatting on this offline channel.
Yup, that's me! Nice to meet you too, @mandarayachit9788! 🤝🙂
I think This video not reached because of Anchor anti compounding😂
Ok either I am am idiot or something else, I don't remember the hosts name. He is awesome. Both are awesome as always.
Thank you -from @Navin and @Shrikant 😂
our version of AI generated audience will be watvhing AI generated hosts !!!
👌🙏
How many of noticed the "Amputated Thumb Finger"
So what
We cant double the money every day like the rice grains or Zygote😂
You very much can. What you mean is you can’t do that lol.
@@MattM72301 history will teach you other wise lol .. Impossible
Huh
However, you can double your money in, say, 6 years. And the results of doing that 10 times are equally surprising. A vast majority of Warren Buffet's fortune was earned after he crossed retirement age!
@@TheFutureIQ will tax have to be paid made on those interest earnings
PRO TIP: I want you to build a setup where apart from you guys and the Mic, THE ONLY THING that should be visible in the background is books and books 📚 and NOT Well organized one, randomly stacked one on top of other, chaos. And consider getting some beautiful girl 💃 in the picture. I'll work like magic.
P.S.: 🔎Pavneet Singh🔍
The bearded anchor is very irritating. I get put off because of his nonsence distractions
I liked your content and you are now in my subscribed channel :)
Thanks for subscribing, Sumit -@Navin
Boring