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How to Withdraw an Annual Income but Maintain Your
Portfolio Value
By Shane Flait ©2008
Statically
you have some 20 years more to live at retirement
age. But you never know; you could live 35 more
years. That means if you want to withdraw income
every year to live on, you should withdraw only at a
rate that keeps the ‘real’ value of your portfolio
at least constant.
Inflation
eats away at the value of your money. It has
historically averaged about 3%
. To maintain the ‘real’ value
of your portfolio, you must let it grow – as
denominated in dollars - at the inflation rate. But
if you're going to withdraw money annually, the
annual growth rate of your funds must equal at least
the sum of the inflation rate and your withdrawal
rate to achieve this.So your withdrawal rate has to
be less than the growth rate of your funds.
Stocks have
given an average annual return of about 11% over
most of the last century. So, if
you counted on getting an 11% growth rate for your
assets, you’d withdraw at 8% (= 11% -3%).
Unfortunately, recessions occur occasionally. You’ll
most likely run into one over your 20 year
investment horizon. Starting out or maintaining a
high withdrawal rate could seriously deplete your
assets when market returns go down for a couple of
years. You may never recover from it.
I suggest you should play it safe with about a 4%
withdrawal rate.
This implies a 7% (= 4% + 3%) average annual growth
rate of the market. If your investments grow faster,
then splurge a little – but not a lot! Let me show
you how the numbers work.
The table illustrates how a 4% withdrawal rate per
year from your funds will sustain the real value of
the funds under a 3% annual inflation rate
throughout a 20 year investment time frame. A
hypothetical 7.5% annual growth rate is assumed for
the fund’s value. This is a fairly reasonable growth
rate.
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A 4% Withdrawal Rate
Sustains Your Portfolio Value for a 7.5%
Growth Rate |
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Year: |
0 |
5 |
10 |
15 |
20 |
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Projected inflation value: |
$100,000 |
$115,927 |
$134,392 |
$155,797 |
$180,611 |
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Invested funds value growing at 7.5% with 4%
withdrawals per year: |
$100,000 |
$117,156 |
$137,579 |
$162,023 |
$191,463 |
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Invested/inflated values: |
1.00 |
1.01 |
1.02 |
1.04 |
1.06 |
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Withdrawal at given year: |
$4,000 |
$4,637 |
$5,376 |
$6,232 |
$7224 |
At a 3% inflation rate, $100,000 would have to
increase as the projected inflation value
shows to maintain its same ‘real value’. See this
value at 5 year intervals in the table. As long as
you portfolio increases at least this fast while
withdrawing money, you’re maintaining it value.
The next line shows the growth of a $100,000
investment that grows at 7.5% but from which a 4%
withdrawal is made at the beginning of each year.
The actual withdrawal amount is shown in the last
line of the table. Recognize that the amount
withdrawn actually increases with the inflation rate
since the 4% is taken from the current value of the
portfolio.
The second to the last line of the table that
compares – by ratio - the invested funds value to
the projected inflation value. You can see that the
invested funds real value is slowly increasing
beyond even the inflation projected value.
Play it
safe. Withdraw at a lower rate in the beginning.
This will help you maintain your fund’s value
through any near term market downturn that occurs.
As the years go buy, you can with draw at higher
rates because of the extra build up or your funds,
or the fewer years left that you’ll actually need
them.
Shane Flait is a writer and educator. Get more info
at
www.EasyRetirementKnowHow.com
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