Project a unit-trust or ETF portfolio with monthly contributions, net of fees.
Projected value
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Total contributed
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Growth
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Your breakdown
Updates live as you type| Item | Amount |
|---|
Worked example
Take R50,000 to start, R3,000 added every month, an 11 percent gross annual return and 1.2 percent in fees, over 20 years. Fees come off the return first, so the money compounds at a net 9.8 percent a year. Over 20 years you contribute the R50,000 opening amount plus R3,000 a month, which is R770,000 of your own money in total. Compounding lifts the projected value to about R2,590,174. That means growth of roughly R1,820,174, more than double what you put in. The lesson is the gap between contributions and growth: most of the final balance is return on return, and the 1.2 percent fee, small as it sounds, quietly trims the end figure over two decades.
| Step | Amount |
|---|---|
| Net return after 1.2% fees | 9.8% a year |
| Total contributed (20 yr) | R770,000 |
| Growth | R1,820,174 |
| Projected value | R2,590,174 |
How it is calculated
The projection subtracts your fee percentage from the gross return to get a net rate, then compounds month by month. Each month it adds your contribution at the start of the period, applies one month of net growth to the running balance, and carries the result forward, so contributions made earlier compound for longer. Total contributed is your opening amount plus every monthly deposit, and growth is the projected value less that total. Treating fees as a straight deduction from the return is a simplification: real funds may charge on assets, on advice and on the platform separately, so compare your actual total expense ratio. Returns are assumed steady, whereas markets move in an uneven sequence, and the figures are before any tax. Used inside a tax-free savings account the growth escapes tax entirely up to the annual and lifetime limits.