Infinite Banking Calculator

Infinite banking is a strategy that uses a dividend-paying whole life insurance policy as a personal financing vehicle: you overfund it, cash value builds, and you borrow against that cash value instead of borrowing from a bank. This calculator models the cash value, the break-even year, and the real cost of a policy loan.

It is an educational model, not a policy illustration and not a quote. Every assumption — the growth rate, the paid-up additions split, the early-year cost drag, the loan rate — is an input you set yourself, because the honest answer to “what will my policy do” is that it depends on a carrier, a product, your age and your underwriting class. Nothing here is guaranteed and nothing here is attainable by definition. Results update as you type, and the link in your address bar updates with them so you can share exactly what you modeled.

Infinite banking calculator

An educational model, not a policy illustration and not a quote. Every assumption is an input you control. Real policy values come from a carrier illustration built on your age, health class and product — and dividends are never guaranteed.

Break-even year (conservative)

Year 15

First year total cash value exceeds every premium dollar paid in, at 4.00% net growth. Optimistic (5.50%): year 13.

Cash value at end of funding (yr 10)

$208,740

Against $250,000 paid in. Optimistic: $222,176.

Year 30 cash value / death benefit

$457,376

Death benefit $1,256,322. Optimistic cash value $648,257.

Year-1 reality check: at your settings, roughly 56% of the first premium shows up as cash value — $14,000 of $25,000. Commissions, the cost of insurance and policy expenses come out first. That gap is normal and it is the part most sales pages leave out.

Cash value vs. money paid in

$0$375k$750k$1.1M$1.5M0102030Break-even yr 15
  • Cash value — conservative 4.00%
  • Cash value — optimistic 5.50%
  • Cumulative premium paid
  • Death benefit

Horizontal axis: policy year.

Your assumptions

Nothing below is a carrier number. Change anything; the results update instantly and the link in your address bar updates with it, so you can share exactly what you modeled.

Funding

$

What you can commit every year without strain.

yrs

How many years you pay the full premium.

yrs

Modeling horizon, up to 60 years.

50%

The single biggest lever on early cash value. Base premium buys the guaranteed chassis and the commission; PUA dollars buy paid-up insurance with a much smaller load. Push it too far and the policy fails the 7-pay test and becomes a MEC — the carrier has to design around that limit.

Growth and cost drag

%

Your low-case assumption for net cash value growth. Not a rate any carrier has promised.

%

Your high-case assumption. Dividends are declared annually and are never guaranteed.

%

Early-year efficiency. This is where commissions and issue costs land.

%

Mature-year efficiency. Ramps linearly from year 3 to year 10.

%

PUA riders carry a load too. It is smaller than base premium, not zero.

$

Leave 0 if unknown. The real limit depends on age, health class and death benefit — this tool cannot compute it.

Death benefit

$

Set by underwriting, not by this tool. Use a figure from a real illustration if you have one.

×

Paid-up additions add death benefit as well as cash value. The multiple falls as issue age rises.

Borrowing

$

Set to 0 to model funding only. Capped at 90% of available cash value.

yr

Policy year the loan is taken.

%

Charged by the carrier. Can be fixed or variable by product.

yrs

Term used for both the policy loan and the bank comparison.

%

What a bank or lender would actually charge you for the same money.

%

Used to price the third option: just paying cash from savings.

Repayment pattern

Amortized pays level annual payments. Interest-only pays interest then repays principal at the end. Accrue pays nothing and lets interest compound — the lapse risk case.

Carrier loan treatment

Non-direct: the dividend is credited the same whether or not you have a loan. Direct: the credited rate on the borrowed portion is adjusted.

Scenario shown in the table below

Policy loan vs. bank loan vs. paying cash — $50,000 over 5 years

All three columns are priced on the same money for the same period, at the conservative growth rate.

Modeled cost of a policy loan, a bank loan, and paying cash
How you fund itInterest costPolicy growth given upTotal cost
Policy loan at 5.50%$8,544$0$8,544
Bank loan at 8.50%$13,441$0$13,441
Pay cash from savings earning 4.00%$0$10,833$10,833

The part that is actually true: the cash value keeps compounding while it is borrowed against. Over this period the modeled cash value grew $65,961 even though $50,000 was out on loan — a policy loan is the carrier lending you its money with your cash value as collateral, so your account is not drained.

The part that is usually oversold: that same growth happens if you take the bank loan and leave the policy alone. Against a bank loan, the policy loan only wins on the interest rate — here it is $4,897 cheaper than borrowing at 8.50%. It is against paying cash that the keeps-compounding argument does real work.

Year by year — conservative scenario at 4.00%

Year 1
Paid in to date
$25,000
Cash value
$14,000
Death benefit
$528,750
Year 2
Paid in to date
$50,000
Cash value
$28,560
Death benefit
$558,650
Year 3
Paid in to date
$75,000
Cash value
$43,702
Death benefit
$589,746
Year 5
Paid in to date
$125,000
Cash value
$79,900
Death benefit
$655,719
Year 10
Paid in to date
$250,000
Cash value
$208,740
Death benefit
$845,176
Loan balance
$41,041
Net cash value
$167,699
Year 15Break-even
Paid in to date
$250,000
Cash value
$253,965
Death benefit
$919,959
Year 20
Paid in to date
$250,000
Cash value
$308,987
Death benefit
$1,010,944
Year 25
Paid in to date
$250,000
Cash value
$375,930
Death benefit
$1,121,642
Year 30
Paid in to date
$250,000
Cash value
$457,376
Death benefit
$1,256,322

Condensed view: years 1–3, every fifth year, plus the break-even, loan and final years. Rotate to a wider screen or open on desktop for the full table.

Cash value and death benefit are modeled from your inputs only. Guaranteed values in a real illustration are lower than projected values, because the projection includes dividends that the carrier has not promised and may not pay. Net cash value is cash value minus the outstanding loan; surrendering a policy with a loan outstanding can create taxable income even though you receive little or no cash.

How this is calculated ▾

Premium is split into base and PUA by your slider. Base dollars are credited to cash value at your early-year efficiency for years 1–3, then ramp linearly to your mature-year efficiency by year 10. PUA dollars are credited at your PUA efficiency every year. Both buckets then compound at your chosen net growth rate.

cv_base(t) = cv_base(t−1) × (1 + r_eff) + base_premium × eff_base(t)
cv_pua(t) = cv_pua(t−1) × (1 + r_eff) + pua_premium × eff_pua
death_benefit(t) = base_db + cv_pua(t) × pua_leverage
r_eff = r − (direct_recognition ? reduction × loan ÷ cash_value : 0)
break_even = first t where cv(t) ≥ Σ premium

Premiums are treated as paid at the start of the year and credited at the end, so a premium does not earn growth in the year it is paid. Loans are capped at 90% of cash value. Amortized loans use the standard level-payment formula; interest-only repays principal in the final term year; accrue adds unpaid interest to the balance. The projection stops if the loan balance reaches the cash value, because at that point the contract would terminate.

This model does not compute a 7-pay limit, does not model guaranteed values separately from projected values, does not vary the death benefit multiple with age, does not model term riders, waiver of premium, policy fees as separate line items, or the tax effects of any specific transaction. It is a teaching tool for the shape of the numbers, not a substitute for a carrier illustration.

Educational model only. Not a policy illustration, not a quote, and not tax or legal advice. Actual policy values depend on the carrier, the product, your underwriting class and dividend performance — none of which is guaranteed. Nothing on this page is an offer of insurance.

Want the real numbers instead of a model? A carrier illustration is the only document that shows guaranteed values, projected values, and the actual 7-pay limit for your age and health class. Book a strategy call if you want one built and explained — including the parts that argue against it.

How infinite banking actually works

Infinite banking works in four mechanical steps: fund a whole life policy designed for cash value, let the cash value accumulate, borrow against it from the insurer using the policy as collateral, and repay on your own schedule. The policy is never emptied — the carrier lends its own money and holds your cash value as security, which is why the account continues to earn while a loan is outstanding.

1. Fund a policy designed for cash value, not death benefit

A policy built for this purpose looks different from one built to maximize death benefit per dollar. It carries the smallest base whole life premium that will support the design, plus a large paid-up additions rider. That split is deliberate: base premium is where the commission and most of the first-year expense load sit, and paid-up additions carry a far smaller load.

2. Cash value accumulates — slowly at first

Early cash value is normally well below premiums paid. Acquisition costs, underwriting, the cost of insurance and commissions come out of the first years. The NAIC’s consumer guidance describes cash values as building “gradually” or slowly at first and then accelerating. The calculator above models this with an explicit early-year efficiency input rather than pretending year-one cash value equals the premium.

3. Borrow against the cash value, not from it

This distinction is the whole thesis and it is genuinely true. A policy loan is a loan from the insurance company, secured by your cash value. Your cash value stays in the policy and keeps being credited. That is different from withdrawing from a savings account, where the withdrawn dollars stop earning. It is not, however, different from taking a bank loan and leaving the policy alone — against a bank loan, the policy only wins if the loan rate is lower. The comparison table in the calculator prices all three paths so you can see which one your numbers actually favor.

4. Repay on your own terms

There is no amortization schedule you are contractually forced to follow and no credit check. Interest still accrues. Unpaid interest is capitalized onto the loan and charged interest in turn, and if the balance grows past the cash value the policy lapses. Model the “accrue” repayment pattern in the calculator to see how fast that can happen.

Why whole life and not IUL or term

Whole life is the traditional vehicle because it is the only permanent policy with a contractually guaranteed cash value schedule and a level guaranteed premium. Term insurance builds no cash value at all, so it cannot be collateral for anything. Indexed universal life does build cash value, but the crediting rate depends on caps and participation rates the carrier can change, and its cost of insurance charges rise with age.

That difference matters specifically because this strategy treats the cash value as a collateral pool you intend to rely on. A pool with a guaranteed floor behaves predictably when you need to borrow against it in a bad year. A pool whose crediting can be zero in a flat market, while internal charges keep rising, does not. IUL is not a bad product; it is a different product, and using it here trades the guarantees for upside potential. Anyone selling you either one should be able to show you the guaranteed column of the illustration, not just the projected column.

A paid-up addition is a small, fully paid-up chunk of whole life insurance bought with an extra premium dollar. Each one immediately adds both cash value and death benefit, and it never requires another premium. The paid-up additions rider is the single biggest lever on early cash value, which is why it is the slider that moves the break-even year most in the calculator above.

The reason is expense load. A base premium dollar has to carry the policy’s acquisition costs; a PUA dollar carries a much smaller charge, so more of it lands in cash value in the year you pay it. Shifting the split toward PUA pulls the break-even year in. It also increases the death benefit over time, because each addition is paid-up insurance.

There is a hard ceiling on this. Push premium too far past the base coverage and the contract fails the 7-pay test and becomes a modified endowment contract, which removes the tax treatment the whole strategy is built around. That is why the design has to come from a carrier illustration: only the carrier can compute the 7-pay limit for your age, health class and death benefit.

Direct vs. non-direct recognition

Direct and non-direct recognition describe how a mutual insurer credits dividends on cash value that is securing a policy loan. A non-direct recognition carrier credits the same dividend whether or not you have borrowed. A direct recognition carrier applies a different, adjusted rate to the borrowed portion. Neither is universally better — it depends on the carrier, the loan rate, and how much you actually borrow.

Comparison of direct recognition and non-direct recognition dividend treatment
 Non-direct recognitionDirect recognition
Dividend on borrowed cash valueSame rate as unborrowed cash valueAdjusted rate applied to the borrowed portion
Effect when you borrow heavilyNo change to the credited rateCredited rate can be lower — or higher, if loan rates are high
Predictability while borrowingSimpler to model; loan activity does not change creditingRequires knowing the carrier’s current adjustment
Typical marketing claim“Your money keeps earning as if you never borrowed”“Fairer to policyholders who do not borrow”
What to actually ask the carrierWhat is the loan interest rate, and is it fixed or variable?What is the current credited rate on loaned values versus unloaned values?

Do not choose a carrier on this label alone. A non-direct recognition company with a higher loan interest rate can easily cost you more than a direct recognition company with a lower one. The calculator lets you set both the loan rate and the direct-recognition adjustment so you can compare two real quotes rather than two slogans.

Policy loan vs. bank loan vs. HELOC

A policy loan wins on access and flexibility, a bank loan usually wins on nothing unless its rate is lower, and a HELOC is typically the cheapest of the three when you have home equity and can qualify — at the cost of putting your house up as collateral. Here is the honest side-by-side.

Policy loan compared with a bank loan and a home equity line of credit
 Policy loanUnsecured bank loanHELOC
ApprovalNo credit check; limited by cash valueCredit check, income documentationCredit check, appraisal, closing process
CollateralYour policy’s cash valueNone (rate reflects that)Your home
Repayment scheduleYou choose; interest accrues regardlessFixed, contractually enforcedDraw period, then required amortization
Does your money keep earning?Yes — cash value stays invested as collateralYes — your assets are untouchedYes — your assets are untouched
Worst-case failurePolicy lapses with a loan outstanding; taxable gainDefault, collections, credit damageForeclosure
SpeedDays; a phone call or a formDays to weeksWeeks
Best case for using itYou already own the policy and want speed and no underwritingIts rate is genuinely lower than your policy loan rateLarge, planned borrowing and you are comfortable pledging the house

Note what is not in that table: a claim that a policy loan is free, or that you are paying interest to yourself. You are paying interest to the insurance company. What you keep is the growth on cash value that was never withdrawn. That is a real advantage over draining a savings account and a much smaller advantage over any other loan you could have taken instead.

The honest case against infinite banking

The strongest arguments against infinite banking are the early-year cost drag, the length of the commitment, the opportunity cost against simpler alternatives, and the fact that it collapses without stable surplus cash flow. None of these make it a scam. All of them disqualify more people than the marketing admits.

Early-year cost drag is real and it is large

You are buying insurance, and insurance has acquisition costs. In the first years a meaningful share of your premium goes to the cost of insurance, policy expenses and commissions rather than into cash value. If you surrender in that window you take a loss on money you could have kept in a savings account. The calculator makes this visible instead of hiding it — set the early-year efficiency input to whatever a real illustration shows you and watch the break-even year move.

The time horizon is longer than most people expect

The break-even point on a cash-value-designed policy is measured in years, not months, and it stretches further if dividends underperform the illustrated rate. This is a decades-long commitment. If your plans, income, or willingness to keep paying might change materially inside that window, the math stops working. There is no version of this strategy that pays off quickly.

Opportunity cost against boring alternatives

The comparison that matters is not “policy versus nothing.” It is policy versus a maxed-out 401(k) match, versus paying off high-interest debt, versus an index fund, versus a high-yield savings account for the emergency fund. Those alternatives have no surrender charges, no seven-year funding commitment and no lapse risk. If you have not exhausted the tax-advantaged, no-commission options first, this is very hard to justify.

It fails without stable surplus cash flow

A cash-value design assumes you will fund it fully for the whole funding period. Reducing or stopping premiums mid-design does not simply pause progress; it changes what the policy becomes, and doing it in the early years locks in the worst part of the cost curve. Money you might need back, money that depends on a variable income, or money you are stretching to find is the wrong money for this. It has to be genuine surplus.

The sales culture around it deserves skepticism

These policies pay commissions, and the design that pays the largest commission is not the design that builds the most early cash value — a larger base premium with a smaller paid-up additions rider pays the agent more and you less. Ask directly how the base and PUA split was chosen. Ask to see the guaranteed column, not only the projected column. An agent who will not walk you through both columns is telling you something.

Who infinite banking genuinely fits

It fits people who already need permanent death benefit, have reliable surplus cash flow, have already used their tax-advantaged retirement space, and have a genuine, recurring reason to finance things. Business owners with lumpy capital needs, real estate investors who want a liquid collateral pool, and families with an estate-planning need for permanent coverage are the recognizable cases.

It fits badly if you are still building an emergency fund, carrying credit card balances, leaving an employer match on the table, unsure of your income over the next decade, or hoping to see a return within a few years. It also fits badly if the appeal is mainly the idea of “firing your bank” rather than an actual financing need — the policy has to do a job you would otherwise pay someone else to do.

The MEC limit — the rule that breaks the whole thing

A modified endowment contract is a life insurance policy funded too fast, and it is the one mistake that removes the tax treatment infinite banking depends on. Under IRC §7702A, a contract entered into on or after June 21, 1988 becomes a MEC if it fails the 7-pay test: the accumulated amount paid at any time during the first seven contract years exceeds the sum of the net level premiums that would have made the policy paid up after seven level annual payments.

The consequences are specific. IRC §72(e)(10) applies income-first treatment to distributions from a MEC, and §72(e)(4)(A) treats a loan or a pledge of the contract as an amount received — so a policy loan from a MEC is a taxable distribution to the extent of gain. Amounts includible in income can also carry an additional 10 percent tax under §72(v) unless an exception applies, such as reaching age 59½, disability, or a series of substantially equal periodic payments (see IRS Rev. Rul. 2007-38). MEC status is permanent and it follows the contract through an exchange.

What stays intact is the death benefit. Under IRC §101(a)(1), “gross income does not include amounts received … under a life insurance contract, if such amounts are paid by reason of the death of the insured,” and the IRS states that life insurance proceeds received as a beneficiary due to the death of the insured generally aren’t includable in gross income. MEC status changes the living-benefit treatment, not that.

Two related tax points, stated plainly. First, policy loans from a policy that is not a MEC are generally not taxable while the policy stays in force — but that is conditional, and a lapse or surrender with an outstanding loan can produce taxable income even though you receive little or no cash (see IRS Publication 525, “Surrender of policy for cash”). Second, this calculator cannot compute your 7-pay limit; that figure depends on actuarial values specific to your age, health class and death benefit, and only the carrier’s illustration will show it. Enter it in the calculator if you have it. None of this is tax advice — confirm your situation with a tax professional.

Where the concept came from

The Infinite Banking Concept was developed by R. Nelson Nash (1931–2019), a life insurance agent and forester who set it out in his 2000 book Becoming Your Own Banker and later founded what is now the Nelson Nash Institute (infinitebanking.org). Nash’s framing was less about beating an investment return and more about who captures the financing cost of the things you buy over a lifetime.

Worth knowing: the terms “infinite banking,” “bank on yourself” and “be your own banker” describe versions of the same mechanic and are marketed by different organizations. The underlying product is the same dividend-paying whole life policy in every case. The branding tells you who trained the agent, not what the policy will do.

Frequently asked questions

Is infinite banking a scam?
No. Infinite banking is not a scam, but it is heavily oversold. The underlying product is an ordinary dividend-paying whole life policy from a regulated insurer, and the mechanics — cash value, policy loans, paid-up additions — are real contractual features, not a trick. What is frequently misleading is the marketing around it: illustrations shown at optimistic dividend rates as if they were guaranteed, break-even years that get glossed over, commissions that are never mentioned, and the claim that you are somehow 'paying interest to yourself,' which you are not. You pay loan interest to the insurance company. The strategy is legitimate. Many of the pitches for it are not.
How much money do you need to start infinite banking?
There is no legal minimum, but the strategy only makes sense with surplus cash flow you can commit for many years without strain. A policy designed for cash value typically pairs a base premium with a paid-up additions rider, and the premium has to be funded every year during the funding period or the design breaks. If the amount you are considering is money you might need back within five to ten years, or money you would have to stop paying if income dipped, the early-year cost drag will likely leave you worse off than a savings account. Use the calculator with your own numbers and look at the break-even year before you decide.
Can you lose money with infinite banking?
Yes. In the early years your cash value is normally well below the premiums you have paid, so surrendering the policy in that window means taking a real loss. You can also lose money by lapsing the policy while a loan is outstanding, which can trigger income tax on the policy gain even though you receive little or no cash. Underperforming dividends stretch the break-even year out further, and stopping premiums mid-design can undo the whole structure. The guaranteed portion of a whole life policy limits how bad the outcome can be, but 'guaranteed' is not the same as 'you cannot lose.'
Is infinite banking worth it?
It depends almost entirely on your time horizon and your cash flow. It can be worth it for someone with reliable surplus income, a decades-long horizon, an existing need for permanent death benefit, and a habit of financing purchases they would otherwise pay cash for. It is usually not worth it for someone who has not maxed out tax-advantaged retirement accounts, who lacks an emergency fund, who has high-interest debt, or who might need the money back within a decade. Run your own numbers in the calculator above rather than relying on anyone's illustration, including ours.
What is a MEC and why does it matter?
A modified endowment contract, or MEC, is a life insurance policy that was funded too quickly. Under IRC section 7702A, a contract entered into on or after June 21, 1988 becomes a MEC if the cumulative premiums paid in any of the first seven contract years exceed the sum of the net level premiums that would have made the policy paid up after seven level annual payments. It matters because MEC status changes the tax treatment: loans and withdrawals are taxed income-first under IRC section 72(e)(10) rather than basis-first, and taxable amounts can carry an additional 10 percent tax before age 59 and a half. The death benefit stays income-tax-free, but the living-benefit tax treatment that infinite banking depends on is gone.
Can I use an IUL for infinite banking?
You can borrow against an indexed universal life policy, and many agents sell IUL for this purpose, but it is a different risk profile from what the concept was written around. Whole life has a contractually guaranteed cash value floor and a level guaranteed premium. IUL has a crediting rate tied to an index with caps and participation rates the carrier can change, and cost of insurance charges that rise with age, so a poorly funded IUL can require higher premiums later or lapse. If your goal is a predictable pool of collateral, the guarantees in whole life are the reason it is the traditional vehicle.
How long does it take to break even on a whole life policy?
There is no universal answer, and anyone who gives you one number without seeing a policy design is guessing. The break-even year — when total cash value first exceeds total premiums paid — depends on your age and health class, how much of the premium goes to the paid-up additions rider rather than base coverage, the carrier's expense structure, and whether dividends are actually paid at the illustrated level. The calculator on this page makes every one of those variables an input so you can see how much the break-even year moves when you change them. Then compare it against an actual carrier illustration.
Do you have to pay back a policy loan?
Not on any fixed schedule, and that flexibility is a genuine feature — there is no lender to answer to and no credit check. But interest keeps accruing whether or not you pay, and unpaid interest is added to the loan balance and then charged interest itself. If the loan plus accrued interest grows to exceed the cash value, the policy lapses, and a lapse with an outstanding loan can produce a taxable gain. In practice, treating a policy loan as optional is the most common way this strategy fails.

Assumptions, limitations and disclosures

Everything this calculator produces comes from the assumptions you enter, compounded forward with the formulas shown in the “How this is calculated” panel inside the tool. No carrier data, no product, no dividend history and no rate table is used anywhere in it.

What the model does

What the model does not do

Sources

Educational model only — not a policy illustration, not a quote, and not tax or legal advice. Actual policy values depend on carrier, product, underwriting class, and dividend performance, which is not guaranteed. Nothing on this page is an offer of insurance. Figures shown are estimates produced from the assumptions you entered. Verify any design against a carrier illustration and confirm tax treatment with a qualified tax professional before acting.