Rolling Returns Calculator
See How Consistently Your Investment Performs Across All Time Windows
Rolling returns show CAGR calculated over every possible window within a dataset โ revealing if returns are consistent or just lucky timing. The most powerful tool to evaluate mutual fund managers and asset class reliability.
What are Rolling Returns?
Rolling returns measure the CAGR of an investment over every possible N-year window within a historical dataset. Instead of looking at a single point-to-point return (which can be cherry-picked to look good or bad), rolling returns show you the distribution of outcomes across all time windows โ revealing the true consistency and reliability of an asset's performance.
For example, Nifty 50's 5-year rolling return analysis from 2000โ2024 would compute CAGR for the window 2000โ2005, then 2001โ2006, then 2002โ2007, and so on โ giving 20 data points. The percentage of those windows that delivered positive returns, or beat 12%, tells you how likely you are to achieve that outcome regardless of when you invested.
Total Windows = Total Years โ Rolling Period
% Positive Windows = (Windows with CAGR > 0) / Total Windows ร 100
Consistency Score = % Windows beating target benchmark
Why Rolling Returns Are Better Than Point-to-Point Returns
| Aspect | Point-to-Point Return | Rolling Return |
|---|---|---|
| Data points | 1 (cherry-pickable) | Many (all windows) |
| Start date bias | Highly dependent on entry date | Removes entry date bias |
| Consistency insight | None โ just a snapshot | Full distribution of outcomes |
| Fund comparison | Limited โ one number per fund | Compares consistency, not just avg |
| Used by | Retail investors, ads | Sebi, research analysts, advisors |
Nifty 50 Historical Rolling Return Facts
| Rolling Window | Avg CAGR | Min CAGR | Max CAGR | % Positive Periods |
|---|---|---|---|---|
| 1 Year | 14.2% | โ52% | +76% | ~71% |
| 3 Years | 13.8% | โ8% | +57% | ~83% |
| 5 Years | 13.1% | โ2% | +47% | ~89% |
| 7 Years | 13.5% | +1% | +41% | ~100% |
| 10 Years | 13.9% | +4% | +32% | 100% |
Frequently Asked Questions
Rolling Returns Calculator
See How Consistently Your Investment Performs Across All Time Windows
Rolling returns show CAGR calculated over every possible window within a dataset โ revealing if returns are consistent or just lucky timing. The most powerful tool to evaluate mutual fund managers and asset class reliability.
What are Rolling Returns?
Rolling returns measure the CAGR of an investment over every possible N-year window within a historical dataset. Instead of looking at a single point-to-point return (which can be cherry-picked to look good or bad), rolling returns show you the distribution of outcomes across all time windows โ revealing the true consistency and reliability of an asset's performance.
For example, Nifty 50's 5-year rolling return analysis from 2000โ2024 would compute CAGR for the window 2000โ2005, then 2001โ2006, then 2002โ2007, and so on โ giving 20 data points. The percentage of those windows that delivered positive returns, or beat 12%, tells you how likely you are to achieve that outcome regardless of when you invested.
Total Windows = Total Years โ Rolling Period
% Positive Windows = (Windows with CAGR > 0) / Total Windows ร 100
Consistency Score = % Windows beating target benchmark
Why Rolling Returns Are Better Than Point-to-Point Returns
| Aspect | Point-to-Point Return | Rolling Return |
|---|---|---|
| Data points | 1 (cherry-pickable) | Many (all windows) |
| Start date bias | Highly dependent on entry date | Removes entry date bias |
| Consistency insight | None โ just a snapshot | Full distribution of outcomes |
| Fund comparison | Limited โ one number per fund | Compares consistency, not just avg |
| Used by | Retail investors, ads | Sebi, research analysts, advisors |
Nifty 50 Historical Rolling Return Facts
| Rolling Window | Avg CAGR | Min CAGR | Max CAGR | % Positive Periods |
|---|---|---|---|---|
| 1 Year | 14.2% | โ52% | +76% | ~71% |
| 3 Years | 13.8% | โ8% | +57% | ~83% |
| 5 Years | 13.1% | โ2% | +47% | ~89% |
| 7 Years | 13.5% | +1% | +41% | ~100% |
| 10 Years | 13.9% | +4% | +32% | 100% |