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Option 1 (my pick)"The 25x Rule 🔓 Calculate the Exact Date You Can Retire" — MarketVault
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Option 1 (my pick)"The 25x Rule 🔓 Calculate the Exact Date You Can Retire"

Strategy GuideBeginner TutorialPortfolio Reviewyoutube

Last video, thousands of you commented "PART 2" — so here's the follow-up. This is the exact formula to calculate the specific date you can quit your job for good, using a method real financial planners actually use. Most people think retirement planning is complicated. It isn't. It comes down to one number, and once you know your number, you know your date. THE 25X RULE, EXPLAINED The rule is simple: take your annual expenses — not your income, your actual spending — and multiply it by 25. That number is your target invested net worth. Once you hit it, you can theoretically live off your investments indefinitely, based on a 4% safe withdrawal rate that's been studied and back-tested across decades of market data. Here's a real example: if you spend ₹6,00,000 a year, your number is ₹1.5 crore invested (not sitting in a savings account — actually invested in assets that grow). Once your portfolio hits that figure, your annual withdrawals at a sustainable 4% rate cover your expenses without touching your principal, assuming historical market returns hold. COMBINING IT WITH THE RULE OF 72 In Part 1, we covered the Rule of 72 — divide 72 by your expected return rate to find out how many years it takes your money to double. Combine that with your 25x number, and you can back-calculate your actual retirement year, not just a vague "someday." For example: if you need ₹1.5 crore and you're currently investing steadily at a 12% average return, the Rule of 72 tells you your money doubles roughly every 6 years. Map that against your current savings and contribution rate, and you get a real, specific year — not a guess. WHY THIS MATTERS MORE THAN "SAVE MORE" Most financial advice stops at "save more, spend less." That's true but useless without a target. The 25x Rule gives you an actual finish line. Once you have a number, every financial decision becomes clearer: is this purchase moving me closer to my number or further from it? Is this investment return getting me th



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Added 25 Aug 2026