Pretax Savings versus After-tax Savings
Much has been said with regard to saving money pretax as opposed to after
tax. But is it really better? Putting money in tax-deferred savings reduces
taxes now but what about later on? Why is it better to pay taxes down the
road instead of now?
To illustrate why pretax savings is better than after tax, we'll give
an example. In our example, a couple aged 45 making $60,000 annually, plans
to save for retirement at age 65. They have a fixed amount of living expenses
which must remain constant regardless of how they save (this amount will
be conveniently set at $44,236). We'll present three methods of savings
and the consequences of each.
In the three scenarios, we'll simplify a few things so that the "answers"
are more readily identifiable.
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First, we disregard inflation so that all numbers can be compared to today's
dollars. This also allows us to use current tax rates. We assume a relatively
low (3%) investment return because inflation is not included. |
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Second, we assume that there are no pay increases. While pay tends to increase
as you continue working, it is not a necessary element in demonstrating
the tax effects. |
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Last, we only consider federal taxes, since FICA taxes are paid on your
entire income and cannot be reduced through savings. |
Scenario 1: they save pretax money in a qualified retirement plan that
has no match. They determine they can save 10% of their total income, or
$6,000 each year (made evenly throughout) and still have $44,236 take home.
They arrive at that by paying $9,764 in taxes on the taxable income of
$54,000.
At the end of 20 years, the couple will have contributed $120,000
to the plan and earned $43,641 at a rate of 3% a year, for a total of $163,641
(see below).
Scenario 2: they save after-tax money in a qualified retirement plan that
has no match. They must pay taxes on their contributions to the plan each
year but the earnings will not be taxed until they retire. Therefore they
must pay $11,444 in taxes on the full $60,000, leaving them with $48,556.
They can save $4,320 each year and still have $44,236 take home.
At the end of 20 years, the couple will have contributed $86,400
to the plan and earned $31,421 at a rate of 3% a year, for a total of $117,821
(see below).
Scenario 3: they save after-tax money outside of a qualified retirement
plan, receiving no match and having fully taxable earnings. They must pay
taxes on the money they save each year as well as the annual earnings on
their savings. They plan to pay the taxes on the savings from the savings
itself. As in scenario 2, they can still save $4,320 each year and have
$44,236 take home, but their savings will have 28% (their marginal tax
rate) less earnings each year because of taxes.
At the end of 20 years, the couple will have contributed $86,400
to the plan and earned $22,623 at a rate of 3% a year, for a total of $109,023
(see below).
Year-by-year breakdown of
savings
| Year |
Scenario1
Contribution |
Scenario1
Earnings |
Scenario1
Balance |
Scenario2&3
Contribution |
Scenario2
Earnings |
Scenario2
Balance |
Scenario3
Earnings |
Scenario3
Balance |
| 1 |
6,000 |
90 |
6,090 |
4,320 |
65 |
4,385 |
47 |
4,367 |
| 2 |
6,000 |
273 |
12,363 |
4,320 |
196 |
8,901 |
141 |
8,828 |
| 3 |
6,000 |
461 |
18,824 |
4,320 |
332 |
13,553 |
239 |
13,387 |
| 4 |
6,000 |
655 |
25,478 |
4,320 |
471 |
18,344 |
339 |
18,046 |
| 5 |
6,000 |
854 |
32,333 |
4,320 |
615 |
23,279 |
443 |
22,809 |
| 6 |
6,000 |
1,060 |
39,393 |
4,320 |
763 |
28,363 |
549 |
27,679 |
| 7 |
6,000 |
1,272 |
46,664 |
4,320 |
916 |
33,598 |
659 |
32,658 |
| 8 |
6,000 |
1,490 |
54,154 |
4,320 |
1,073 |
38,991 |
772 |
37,750 |
| 9 |
6,000 |
1,715 |
61,869 |
4,320 |
1,235 |
44,546 |
889 |
42,959 |
| 10 |
6,000 |
1,946 |
69,815 |
4,320 |
1,401 |
50,267 |
1,009 |
48,288 |
| 11 |
6,000 |
2,184 |
77,999 |
4,320 |
1,573 |
56,160 |
1,132 |
53,741 |
| 12 |
6,000 |
2,430 |
86,429 |
4,320 |
1,750 |
62,229 |
1,260 |
59,320 |
| 13 |
6,000 |
2,683 |
95,112 |
4,320 |
1,932 |
68,481 |
1,391 |
65,031 |
| 14 |
6,000 |
2,943 |
104,056 |
4,320 |
2,119 |
74,920 |
1,526 |
70,877 |
| 15 |
6,000 |
3,212 |
113,267 |
4,320 |
2,312 |
81,553 |
1,665 |
76,862 |
| 16 |
6,000 |
3,488 |
122,755 |
4,320 |
2,511 |
88,384 |
1,808 |
82,990 |
| 17 |
6,000 |
3,773 |
132,528 |
4,320 |
2,716 |
95,420 |
1,956 |
89,266 |
| 18 |
6,000 |
4,066 |
142,594 |
4,320 |
2,927 |
102,668 |
2,108 |
95,693 |
| 19 |
6,000 |
4,368 |
152,962 |
4,320 |
3,145 |
110,132 |
2,264 |
102,278 |
| 20 |
6,000 |
4,679 |
163,641 |
4,320 |
3,369 |
117,821 |
2,426 |
109,023 |
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| Totals |
120,000 |
43,641 |
163,641 |
86,400 |
31,421 |
117,821 |
22,623 |
109,023 |
Here's a break down of the account balances:
| Scenario |
1 |
2 |
3 |
| Total Savings |
$163,641 |
$117,821 |
$109,023 |
Clearly scenario 1 allowed them to save more money, but now that
they're retired, they have to pay taxes on the entire amount. In scenario
2, they only have to pay taxes on the earnings their savings made, and
under scenario 3, they don't have to pay taxes on any of their savings.
One way to compare the numbers is to assume they purchase a joint and
survivor annuity with their savings. ABC insurance company will sell them
an annual annuity based on their age and health equal to 1/10th of their
balance. Thus the three scenarios produce annual annuities equal to:
| Scenario |
1 |
2 |
3 |
| Total Savings |
$16,364 |
$11,782 |
$10,902 |
Now we can determine the tax consequences of each scenario by adding
the above annuities to their other sources of retirement income. We'll
assume they get $20,000 annually from Social Security and $10,000 annually
from pensions.
Taxation on retirement income is a little more complicated than on employment
income. You can be taxed on a portion of your Social Security income from
nothing to 85%. To keep things simple, we assume that half the Social Security
is taxable, or $10,000 annually.
Next, depending on how you saved, anywhere from none to all of your
savings income can be taxed. The amount of the savings that you've already
paid taxes on is considered your "tax basis". You don't have to pay taxes
on the same money twice, so you are entitled to subtract your tax basis
from your retirement income. If an annuity is purchased with your savings
income, then a portion of your tax basis can be deducted each year until
it is completely gone. Under IRS rules, persons retiring at age 65 receive
260 monthly payments before their tax basis runs out.
Given all that, here's how their tax situation in retirement adds up
under the three scenarios:
Annual Retirement Income after 20 Years of Saving
| Scenario |
1 |
2 |
3 |
| Total Income (a) |
$46,364 |
$41,782 |
$40,902 |
| Taxable Income |
|
|
|
| Social Security (b) |
$20,000 ÷ 2 = $10,000 |
| Pension (c) |
$10,000 |
| Savings Annuity (d) |
$16,364 |
$11,782 |
$10,902 |
| Tax Basis (e) |
$0 |
$86,400
÷ 260 x 12 =
$3,988 |
$109,023
÷ 260 x 12 =
$5,032 |
Taxable Income (f)
(b+c+d-e) |
$36,364 |
$27,794 |
$25,870 |
| Taxes |
$5,455 |
$4,169 |
$3,881 |
Take-Home Pay
(a)-(f) |
$40,909 |
$37,613 |
$37,022 |
| Pretax Improvement |
10.3% |
1.4% |
0% |
Scenario 1 requires that they pay more taxes in retirement but they
will have more money to do so. Also, after their tax basis runs out in
their 80's, taxes under scenario 1 & 2 will increase thus lowering
their take-home pay even further.
The relative advantages of pretax savings increases over time. The pretax
improvement would be greater if the couple saved for more than 20 years
and less if they saved for a shorter period. For example, if they saved
for 30 years, the pretax improvement of the scenarios would be:
| Scenario |
1 |
2 |
3 |
| Pretax Improvement |
14.7% |
3.4% |
0% |
Pretax savings is even better when investment return is higher. Our
example assumed a modest 3% return (net inflation). If the return were
6%, the pretax improvement of the scenarios would be:
| Scenario |
1 |
2 |
3 |
Pretax Improvement
(20 years) |
15.1% |
3.6% |
0% |
| (30 years) |
21.1% |
5.9% |
0% |
Summary
While the future is never certain, it is in your best interest to plan
for it. You can usually start by assuming things will remain relatively
the same. So put those taxes off as long as you can.
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