The Rule of 72
Early Retirement - Financial Freedom (Investing, Tax Planning, Retirement Strategy, Personal Finance)
Ari Taublieb, CFP®, MBA
4.7 • 586 Ratings
🗓️ 11 January 2021
⏱️ 10 minutes
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Summary
Transcript
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| 0:00.0 | Finances can be complicated, but they don't have to be. |
| 0:08.5 | I break down financial topics that may seem complex and overwhelming so you can start taking action on your financial goals. |
| 0:16.3 | I'm Ari Talby, and it all starts here on Personal Finance Redefined. |
| 0:22.0 | Welcome back to another episode of Personal Finance Redefined. |
| 0:25.6 | Today's topic is about the rule of 72 and the power of starting early. |
| 0:31.6 | This is one of my favorite topics to talk about and one of the things that got me most |
| 0:35.5 | interested in finance was when I found out about |
| 0:38.6 | this rule. So I hope it's as fascinating to you all as it was to me. When it comes to investing, |
| 0:44.9 | starting early can be a huge advantage, as you know. If you're listening right now and you're in |
| 0:49.2 | your 20s, you can thank yourself and start taking action. If you're in your 30s, it's not too late, and you can still achieve incredible growth, |
| 0:56.9 | but perhaps you may want to take on additional risk to achieve that growth. |
| 1:00.5 | Nevertheless, investing is going to help you achieve financial freedom, regardless of where you begin. |
| 1:06.2 | Starting early can best be understood by this rule of 72. |
| 1:09.7 | When I learned this, I thought it was worth the |
| 1:11.9 | entire education system of high school. And other than that, I didn't really know what to take away. |
| 1:19.0 | And this rule of 72 is the reason I decided to pursue finance in college. So it blew my mind. |
| 1:25.6 | The rule of 72 is a formula used to estimate the number of years |
| 1:30.5 | required to double your money at any given rate of return. So what that really means is what do we |
| 1:37.5 | need to get percentage wise as a rate of return to double our money? Once again, the rule of 72, it's used to estimate the number |
| 1:47.6 | of years, so how long does it take, to double my money based off what return I get, whether that's |
| 1:53.5 | 6%, 8%, 10%, and I think this is all best explained through an example, and I'm going to give you a few. |
| 2:00.3 | So you may have heard |
... |
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