|
Chart 1
|
|
Holding
Period
(death after)
|
After-Tax
Return
|
Equivalent
Before-Tax Return
|
|
10
years
|
45.52%
|
91.04%
|
|
15
years
|
24.67%
|
49.34%
|
|
20
years
|
15.95%
|
31.90%
|
|
25
years
|
11.28%
|
22.56%
|
|
30
years
|
8.43%
|
16.86%
|
|
35
years
|
6.53%
|
13.06%
|
|
40
years
|
5.19%
|
10.38%
|
|
45
years
|
4.19%
|
8.38%
|
|
50
years
|
3.44%
|
6.88%
|
|
55
years
|
2.84%
|
5.68%
|
The investment portion of the Universal Life
policy naturally depends on how well your investments perform.
If you earn 6%, you will earn 6% and will not have to pay
tax on this growth (unless you draw on the cash value prematurely).
However, if you think the rate of return outside
your life insurance plan will be the same as that inside
your insurance plan, you’re in for a rude awakening. A Universal
Life policy which allows you to invest in the TSE 100 may
actually credit your plan with the change in the TSE 100
Total Return Index less 3%. Or the insurance company may
credit your plan with the change in the TSE 100 Stock Price
Index – which excludes dividends of about 3%. And for those
who elect to peg your return with Government of Canada securities,
you may actually earn 90% of the yield on Government of
Canada securities less 1 ¾%.
Each company has a different twist on what
they actually credit your account with. It is not like investing
in an indexed mutual fund. The insurance company will credit
your account with a return based on their formula. So make
sure you understand the formula, as the variance may be
very large.
This spread is comprised of policy fees, a
special income tax on savings inside insurance plans (IIT),
and the insurance company’s own investment management fees.
However, in spite of the extra fees and taxes,
if the money remains in the plan, the benefits of tax free
compounding will generally outperform conventional investments.
The table below illustrates the rates of return you would
have to achieve before-tax to obtain the same results after-tax.
For example, if you earn 6% inside your Universal Life Policy,
you would have to earn 12.05% in interest, or 9.08% as a
dividend, or 9.63% as a capital gain.
|
Actual
|
Equivalent
Before-Tax
|
|
After-Tax
|
Interest
|
Dividend
|
Capital
Gain
|
|
4%
|
8.03%
|
6.05%
|
6.42%
|
|
5%
|
10.04%
|
7.56%
|
8.06%
|
|
6%
|
12.05%
|
9.08%
|
9.63%
|
|
7%
|
14.06%
|
10.59%
|
11.24%
|
Dr. Green, a 45-year-old, has purchased a
Universal Life insurance policy which will pay his estate
$1,000,000 on his death. It has been established that Dr.
Green has a life insurance need of $1,000,000 but with other
financial obligations, he does not have extra cash to put
aside for his estate. Therefore he has elected to pay the
minimum ($7,521 annually) – which is basically the same
amount that he would pay for "Level Term-to-100".
Ten years later, at age 55, Dr. Green has
a detailed financial plan prepared for him which indicates
that at his current rate of savings and given his long-term
plans, he will accumulate more cash than he needs to maintain
his lifestyle indefinitely. Therefore with consultation
it is decided that over the next 10 years (age 55 to 65)
he will allocate $150,000 of his savings to his existing
life insurance policy ($15,000 annually for 10 years). (See
Chart 2)
|
Chart 2
|
|
Age
|
Premium
|
Extra
Payments
|
Total
Payments
|
Death
Benefit
|
Accumulation
@
6.00%
|
Total
Death Benefit
|
|
45
|
7,521
|
|
7,521
|
1,000,000
|
|
1,000,000
|
|
46
|
7,521
|
|
7,521
|
1,000,000
|
|
1,000,000
|
|
47
|
7,521
|
|
7,521
|
1,000,000
|
|
1,000,000
|
|
48
|
7,521
|
|
7,521
|
1,000,000
|
|
1,000,000
|
|
49
|
7,521
|
|
7,521
|
1,000,000
|
|
1,000,000
|
|
50
|
7,521
|
|
7,521
|
1,000,000
|
|
1,000,000
|
|
55
|
7,521
|
15,000
|
22,521
|
1,000,000
|
15,264
|
1,015,264
|
|
56
|
7,521
|
15,000
|
22,521
|
1,000,000
|
31,444
|
1,031,444
|
|
57
|
7,521
|
15,000
|
22,521
|
1,000,000
|
48,594
|
1,048,594
|
|
58
|
7,521
|
15,000
|
22,521
|
1,000,000
|
66,774
|
1,066,774
|
|
59
|
7,521
|
15,000
|
22,521
|
1,000,000
|
86,045
|
1,086,045
|
|
60
|
7,521
|
15,000
|
22,521
|
1,000,000
|
106,471
|
1,106,471
|
|
61
|
7,521
|
15,000
|
22,521
|
1,000,000
|
128,124
|
1,128,124
|
|
62
|
7,521
|
15,000
|
22,521
|
1,000,000
|
151,075
|
1,151,075
|
|
63
|
7,521
|
15,000
|
22,521
|
1,000,000
|
175,403
|
1,175,403
|
|
64
|
7,521
|
15,000
|
22,521
|
1,000,000
|
201,192
|
1,201,192
|
|
65
|
7,521
|
|
7,521
|
1,000,000
|
213,263
|
1,213,263
|
|
70
|
7,521
|
|
7,521
|
1,000,000
|
285,394
|
1,285,394
|
|
75
|
7,521
|
|
7,521
|
1,000,000
|
381,922
|
1,381,922
|
|
85
|
7,521
|
|
7,521
|
1,000,000
|
683,964
|
1,683,964
|
|
90
|
7,521
|
|
7,521
|
1,000,000
|
915,298
|
1,915,298
|
|
95
|
7,521
|
|
7,521
|
1,000,000
|
1,224,875
|
2,224,875
|
By committing these extra funds to his life
insurance policy, he now has more options available:
| 1. |
He can use the savings earned
on this extra $150,000 inside the plan to offset his
annual premium of $7,521 – thus the policy will become
"paid-up". The income not used to offset his
premium will accumulate tax-free for the benefit of
his estate. (Note: By having the premiums paid inside
the policy, he is reducing his lifestyle costs – as
he will no longer have to cash flow this expense. Also
the premiums would now be paid using before-tax income
instead of after-tax income, which would be the case
if he paid outside the plan.) |
| 2.
a) |
These extra payments can
accumulate tax-free for the benefit of his estate. The
compounding is like that with an RRSP but there is no
tax on the way out (if paid as part of his death benefit). |
| 2.
b) |
If
at some date in the future Dr. Green becomes disabled
or develops a critical illness, he can draw out the
accumulated amounts without any tax consequences.
(Note: This does not apply with all Universal Life
policies.)
|
| 3. |
If he needs some or all of
the accumulated savings down the road, he can withdraw
it with some tax consequences on the growth. (Note:
Another option is explained below - see "Leveraged
Life Insurance Program"). |
For Dr. Green, selecting Universal Life may
be a more favourable solution than Term insurance mainly
because as his financial situation changes, he can use his
existing policy for different reasons. At 45, his life insurance
will be necessary to replace his income and eliminate his
family debts, while at 65, his life insurance may be beneficial
to enhance the value of his estate. By maintaining his original
policy, his pure insurance costs will be much lower than
if he were to replace his policy at age 55 or 60. Also,
there is the risk that he wouldn’t qualify for insurance.
A proper financial plan at 55 provided Dr.
Green with a clear understanding of his long-term picture.
Therefore he was able to improve his estate plan by making
use of an existing inexpensive vehicle.
If Dr. Green’s financial
plan did not clearly indicate a projected surplus of assets,
then his current and future insurance needs would have to
be re-evaluated. And with most Universal Life policies,
he will likely be able to work with his existing policy
to improve his outcome.
Universal Life insurance can
also work for those who are further along in life. For example,
at 65 Dr. Black just retired from practice and had a financial
plan prepared. His financial plan revealed that he has more
investment assets than he needs to maintain his lifestyle
to age 100. Up to this point he has always bought term insurance
to cover his needs. Although he may not need permanent life
insurance, he can enhance the value of his estate by acquiring
a policy on a "Joint-and-Last-to-Die" basis. This
way Dr. Black and Mrs. Black (also 65) will be insured together
so that the death benefit will be paid on the death of the
surviving spouse. By combining the two lives, the result
will be a lower age factor in determining the cost of insurance
– thus the insurance costs will be minimized.
In the case of Dr. and Mrs. Black, they decided
that they would allocate $250,000 to their estate, so they
invested $50,000 per year for 5 years in a Universal Life
policy. (See Chart 3)
|
Chart 3
|
|
Age
|
Premium
|
Value
Option #1
|
Value
Option #2
|
Rate
of Return #1
|
Rate
of Return #2
|
Investing
@ 6.00%
|
|
65
|
50,000
|
729,738
|
1,150,000
|
1359%
|
2200%
|
53,000
|
|
66
|
50,000
|
729,738
|
1,150,000
|
235%
|
332%
|
109,180
|
|
67
|
50,000
|
762,323
|
1,150,000
|
107%
|
144%
|
168,731
|
|
68
|
50,000
|
820,816
|
1,150,000
|
65%
|
84%
|
231,855
|
|
69
|
50,000
|
881,649
|
1,150,000
|
45%
|
56%
|
298,766
|
|
70
|
|
919,259
|
1,150,000
|
35%
|
42%
|
316,692
|
|
75
|
|
956,376
|
1,150,000
|
16%
|
18%
|
423,805
|
|
80
|
|
1,033,585
|
1,150,000
|
11%
|
11%
|
567,147
|
|
85
|
|
1,127,523
|
1,150,000
|
8%
|
8%
|
758,971
|
|
90
|
|
1,241,812
|
1,150,000
|
7%
|
7%
|
1,015,674
|
|
95
|
|
1,380,863
|
1,150,000
|
6%
|
5%
|
1,359,201
|
(Note: Option 1 assumes a higher savings
portion and a lower life insurance component than Option
2 – the result being a lower return in earlier years,
but a higher return in later years. The rate of return
assumes that the surviving spouse dies in that year. Therefore,
given the premiums paid and the payout, the annual compound
rate of return would be that rate.)
Naturally, the projections indicate that the
shorter their lifespan, the greater the return on their
investment. But it appears that even if they live to a ripe
old age, to match their return using conventional investments
they would have to earn about 6% annually after-tax. That’s
about 12% per year before tax!
In addition to the financial benefits from
the life insurance, by allocating a portion of their savings
to this policy, they will reduce their current income taxes
due to the reduction of investment income. This can sometimes
reduce the extent of OAS Clawback.
Leveraged
Life Insurance Program
Since Universal Life is much more attractive
to those whose financial plans clearly indicate a projected
surplus of assets, numerous schemes have been hatched to
get more investors over that threshold.
Rather than limiting Universal Life to those
who are well enough off to designate part of their net worth
to their estates, Leveraged Life has been created to enable
the investor to receive a retirement cash flow without the
tax consequences.
Leveraged Life requires that you borrow against
the cash value of your Universal Life policy such that the
amount borrowed represents your income stream. Therefore,
each payment to you results in an increase in your loan
amount. And, as you do not make payments on this loan, each
interest charge also increases your loan amount. This is
called a "Capitalized Loan" and Chart 4 illustrates
how the loan grows exponentially:
|
Chart
4
|
| |
Loan
Value
|
|
1
year
|
$
37,599
|
|
2
years
|
$
78,399
|
|
3
years
|
$
122,735
|
|
4
years
|
$
170,902
|
|
5
years
|
$
223,218
|
|
10
years
|
$
560,119
|
|
15
years
|
$1,066,489
|
|
20
years
|
$1,825,339
|
|
25
years
|
$2,960,348
|
(Assuming
a monthly payment of $3,000 and an interest expense of 8%.)
Leveraged Life looks very
attractive on paper but as the loan grows exponentially,
it is very sensitive to interest rate changes. And you must
expect that the bank will be very jittery if investment
returns and interest rates are not as projected.
So if you are considering
this scheme as a partial solution in your retirement plan,
tread softly and delay the payments for as long as you can.
Should you wish to discuss
your insurance or financial planning without the pressure
to buy, please call me at (416)
497-3590 or toll-free at 1-800-377-4761. Or press the Back
link at the bottom of this page to fill out the response
form.
|
Things
to Consider
- Permanent life insurance contracts
are very complicated investments and are long-term
commitments. So, take your time before you take
the step in.
- Don’t just buy permanent life insurance
based on your present cash-flow. It makes sense
to have a clear understanding of why you will need
permanent life insurance and how much. A good independent
financial plan will help you clarify your options.
- Situations change. So, what is happening
today may not apply 2 years from now. Therefore
understand what you can do and how it will affect
you if you don’t have the same needs in the future.
- Life insurance contracts are front-end
loaded. So, if you change your mind in the first
few years, you can lose most of your investment.
- Be wary of projections. Actuaries
are great mathematicians and know how to make the
projections look better. Always consider the worst
case scenario as well as the expected (i.e., ask
for projections at 4%, 6% and 8%). Although projections
may indicate your policy will be paid up in 10 years,
if the returns are not achieved you may have to
continue making payments.
|
|