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Many people hesitate to begin their investment journey because they feel personal finance is filled with complicated formulas and confusing calculations. In reality, the math behind personal finance is simple, logical, and surprisingly minimal.
In this article, we’ll break down the essential concepts you need to understand before investing—especially before you step into mutual funds. By the end, you will know how to calculate returns, compare investments, and evaluate money across time.
The previous video emphasised one key message:
👉 Start investing—even if the amount is small.
Most people delay because they assume finance requires complex mathematics. But personal finance depends only on a handful of basic ideas:
Let’s explore these concepts one by one.
Absolute return is the simplest way to calculate how much you earned on an investment.
Absolute return completely ignores the time taken. That’s where its limitation begins.
Consider another investment:
Absolute return = 20%.
If you compare only the absolute return of the two stocks:
You might choose Stock B.
But that would be wrong because time matters.
To compare investments across different durations, you must use CAGR.
CAGR tells you how fast an investment grows per year on average.
Because the same return over different timeframes means very different things.
A small plant grows from:
CAGR helps calculate this growth rate.
| Stock | Starting Value | Final Value | Duration | CAGR |
|---|---|---|---|---|
| A | 50,000 | 58,000 | 1 year | 15.95% |
| B | 50,000 | 60,000 | 2+ years | 8.78% |
✔ Based on CAGR, Stock A is the better investment.
✔ When the duration is exactly 1 year, CAGR and absolute return are the same.
✔ When duration is more than 1 year, always use CAGR.
XIRR is used when money is invested at different times.
To know your real return, you must use XIRR, which accounts for:
Mutual fund SIP returns are typically shown using XIRR.
Imagine your friend offers you:
Which is better?
At first glance, ₹1 lakh seems better.
But you must consider opportunity cost—the return you could earn if you invested the money today.
Assume a fixed deposit yields 9% per year.
Investing ₹84,000 today at 9%:
After 2 years, it will grow to ≈ ₹1,00,000.
Discount ₹1,00,000 back to today using the same 9%:
Present value ≈ ₹84,000
✔ Both offers are essentially the same.
✔ This is why comparing money across time requires adjusting for time value.
| Concept | When to Use It |
|---|---|
| Absolute Return | For investments held exactly 1 year |
| CAGR | For comparing investments across multiple years |
| XIRR | For SIPs and irregular cashflows |
| Future Value (FV) | To project today’s money into the future |
| Present Value (PV) | To value future money today |
Personal finance is not complex. With just a few basic ideas, you can:
✔ Evaluate investments
✔ Compare returns the right way
✔ Understand how money grows
✔ Make smarter financial decisions
In the next part of this series, we will explore:
How mutual funds work and how an Asset Management Company (AMC) is structured.
