What if you could use your whole life insurance policy as a source of financing instead of relying entirely on traditional banks?
That is the idea behind infinite banking, also commonly called Bank on Yourself. Rather than viewing whole life insurance solely as a death benefit, the strategy focuses on accumulating policy cash value and borrowing against it when opportunities or expenses arise.
But buying a whole life policy is only the starting point. Policy design, cash value growth, loan costs, and repayment decisions all affect how well the strategy works.
Infinite banking uses the cash value of a permanent whole life insurance policy as a personal financing resource. Think of it as an additional line of credit backed by an asset you are already building.
Policy loans can provide capital for a property purchase, business expense, investment opportunity, or another large expenditure. The insurance company advances the loan, using the policy as collateral; you are not simply withdrawing the money from your cash value.
This distinction matters because the policy’s underlying cash value can continue to grow while a loan is outstanding. However, the loan carries interest, and some policies adjust dividends on loaned values. Continued growth does not make the borrowing free.
Imagine someone financing a property through a bank. In the mortgage example discussed in the video, a borrower finances approximately $460,000 for 30 years at 6.63%. Under the illustrated terms, total payments amount to roughly $1.06 million, including about $600,000 in interest.
A cash purchase avoids that borrowing expense, but it also removes the cash from the bank account. If $100,000 is earning 5% and you withdraw $80,000, only the remaining $20,000 continues earning that account’s rate.
The distinction: A policy loan uses accumulated cash value as collateral. It does not mean the insurer gives you interest-free access to your own money, and it does not automatically outperform traditional financing.
Not every whole life insurance policy is designed for the same objective. Some emphasize a larger initial death benefit; others prioritize accessible cash value. For infinite banking, the amount and timing of cash value accumulation are especially important.
Base premium supports the policy’s foundational life insurance coverage and guarantees. Paid-up additions (PUAs) purchase additional fully paid-up insurance and can increase both cash value and death benefit.
A design that directs more funding toward PUAs may build cash value more quickly, particularly in the early years. The tradeoff is that the carrier’s funding rules, minimum premium requirements, and tax limits constrain how a policy can be structured.
In the 10/90 spreadsheet, the first-year $20,000 allocation is approximately $2,000 base premium, $178 term rider, and $17,821 PUA rider (a $1 rounding difference). The term rider is part of the specific policy design, not an additional charge on top of the stated planned annual funding.
In Steve’s example, two policies were illustrated for a 35-year-old individual funding $20,000 per year for 15 years. Their projected cash value outcomes were notably different.
| Illustration milestone | 40/60 | 10/90 |
|---|---|---|
| Annual planned funding | $20,000 | $20,000 |
| First-year cash value | $11,363 | $18,045 |
| Year 4 cash value | $61,934 | $80,881 |
| First year above total funding | Year 10 | Year 4 |
| Year 10 cash value | $207,469 | $242,370 |
| Year 25 cash value | $629,080 | $721,084 |
The lesson is not that a 10/90 design is always the right answer. The lesson is that funding allocation can meaningfully change the amount of cash value available, even within policies from the same company.
Carrier rules and federal tax limits restrict how much premium can be directed into certain policy structures. One important consideration is avoiding a Modified Endowment Contract (MEC).
A MEC is a life insurance policy that fails certain federal tax tests because of its funding pattern. It still provides life insurance, but loans and distributions are subject to different tax rules. Some high-cash-value designs use term insurance riders to help accommodate higher PUA contributions while staying within applicable funding limits.
Maximize usable cash value within appropriate constraints. The required premium should remain affordable, the policy should meet the owner’s protection needs, and the design must comply with carrier and tax rules.
Once a whole life policy has sufficient cash value, the policyholder can typically request a loan against it. Loan availability, timing, limits, and delivery methods vary by insurer and contract.
Suppose a policy has $100,000 in cash value and the owner borrows $50,000 at an illustrative 5% annual interest rate.
The policy’s underlying cash value remains in place and continues developing under its contractual rules. Meanwhile, the $50,000 loan balance creates a debt that accrues interest.
Important distinctionPolicy loan interest is paid to the insurance company—not back to yourself.
The familiar phrase “pay yourself back with interest” refers to how someone might choose to replenish or contribute to their financial system. It does not mean the interest charged by the insurance company is deposited into the policyholder’s account.
One attraction of policy loans is repayment flexibility. Many contracts do not require a fixed monthly repayment schedule, although interest continues accruing and policy terms still apply.
As the outstanding loan balance is repaid, available borrowing capacity increases and the loan-related reduction in the death benefit declines. Repayment does not create new cash value from nothing—it reduces the amount owed against the policy.
What if you never repay? Interest can compound, the outstanding balance can reduce what beneficiaries receive, and a sufficiently large loan may put the policy at risk of lapse. A lapse or surrender with outstanding debt can also create an unexpected tax bill.
In the video, Steve compares two scenarios using the same illustrated policy for a 35-year-old. The owner plans to contribute $50,000 per year for four years—a total of $200,000 in planned premiums.
This is one reason the strategy interests borrowers: under the assumptions in the illustration, the policy continues accumulating value even though money was borrowed against it. But that alone does not establish whether using the loan was profitable.
| YEAR | LOAN BALANCE | PAYMENT | AVAILABLE CASH VALUE | NET DEATH BENEFIT |
|---|---|---|---|---|
| 4 | $0 | $0 | $200,433 | $800,000 |
| 5 | $150,000 | $0 | $52,885 | $650,000 |
| 6 | $117,605 | $40,000 | $97,477 | $682,395 |
| 7 | $83,568 | $40,000 | $144,318 | $716,432 |
| 8 | $47,804 | $40,000 | $193,522 | $752,196 |
| 9 | $10,228 | $40,000 | $245,215 | $789,772 |
| 10 | $0 | $10,747 | $268,796 | $800,000 |
To evaluate the borrowing decision, Steve compares the policy’s illustrated annual cash value growth against the loan interest expense.
In a different year—or if the same loan were taken earlier—the interest expense could exceed cash value growth, producing a negative spread. That is precisely why it helps to model the numbers rather than assume policy borrowing will always be advantageous.
There are benefits to having a financing option secured by an existing life insurance policy, but the important tradeoffs deserve equal attention.
Before borrowing, it is worth seeing multiple illustrations: a loan repaid quickly, a loan repaid gradually, and a loan that is never repaid. Evaluating lower dividends or higher loan costs can also help reveal the strategy’s limits.
The appeal is not simply having access to loans. It is the possibility of building a pool of capital that may support future financing needs while maintaining permanent life insurance protection.
Still, the outcome depends on how the policy is structured and used. Two people contributing the same amount could have different cash values, and two people with identical policies could see different financial results depending on when they borrow and how they repay.
The numbers should come before the decision. Look at your premium commitment, available cash value, loan provisions, projected growth, repayment approach, and alternatives to policy financing.
Using whole life insurance for infinite banking comes down to three actions: building cash value, borrowing against it, and managing the loan. Understanding policy design and loan economics is what makes those steps useful rather than just appealing in theory.
At IBC Global, we focus on evaluating the policy structure and the numbers behind potential financing strategies, including how different loan scenarios may affect long-term results.