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Investment Loan Calculator

Enter the loan and the investment

$

All of it is invested.

$
%
%

Before tax; use an after-tax figure to allow for taxes.

yrs
More options
$

Fees or closing costs taken out of the borrowed money, so less is invested.

Your results

Your equity with the loan

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Value without borrowing

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Gain or loss from borrowing

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Break-even annual return

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Investment value at the end
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Loan still owed at the end
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Loan payment
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Total paid from your pocket
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Total interest charged
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Annual return on your money
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Without borrowing, your own money is invested and the loan payments you would have made are invested instead each month, so both plans cost you the same out of pocket. Borrowing magnifies losses as well as gains, and a margin lender can demand more money or sell your holdings after a fall.

Outcomes at other returns

What you would end up with, with and without the loan, if the investment earned a different yearly return.

Annual returnWith the loanWithout borrowingDifference

Year-by-year position

The investment, the loan balance and your equity at the end of each year.

YearInvestmentLoan owedYour equityWithout borrowing

Results are estimates for educational purposes and are not financial, tax or legal advice.

Borrowing money to buy something that should grow in value only makes sense if the growth beats the bill, and the investment loan calculator shows you that bill before you sign anything. Enter your loan amount, interest rate and loan term, and you get the monthly payment, total interest and total cost of the loan, so you can compare that cost against what the money might earn you as an investor, whatever it is you plan to buy. The compound interest calculator online is free to use with no sign-up, and works on desktop and mobile.

How the Investment Loan Calculator Works

An investment loan is ordinary debt with a specific purpose: a borrower takes money from a lender and uses it to buy an asset such as a rental property, a stock portfolio or a small business stake. The calculator handles the borrowing half of that decision. It takes the loan amount, the interest rate, the loan term and the payment frequency, then returns the monthly payment, the total interest and the full repayment total. If you want to see how the figures change, the interest calculator online gives you an instant result you can adjust as you go.

You pair that output with the growth side, which an investment calculator handles through the initial investment, years of investment growth and estimated rate of return. Put the two side by side and you can see whether the loan is likely to pay for itself.

The payment formula

For a standard amortized loan, the payment on each period comes from this relationship, where \(L\) is the loan amount, \(r\) is the periodic interest rate and \(n\) is the number of payments:

$$\text{Payment} = L \times \frac{r}{1 - (1 + r)^{-n}}$$

The total interest is then \(\text{Payment} \times n - L\). Each payment covers that period's interest first and puts what remains toward principal, which is why early payments in an amortization schedule are mostly interest.

The growth side

The investment you buy with the borrowed money grows with compounding: \(FV = P \times (1 + \frac{i}{m})^{m \times t}\), where \(i\) is the annual return, \(m\) is the compound frequency and \(t\) is the number of years. An investment growth calculator applies exactly this formula, and the difference between that future value and the interest you pay is your net result.

Loan Basics Behind Every Loan Calculator

The same few inputs drive every loan calculator, whether it models a mortgage, an auto loan, a student loan, a personal loan or a business loan. Understanding what each one does is the quickest way to spot a bad deal. These loan basics apply to all consumer loans and to most commercial lending too. Try the pivot point calculator online to run your own numbers — everything is calculated in your browser and nothing you enter is stored or sent anywhere.

Loan amount and principal

The principal is the money you actually receive. Every dollar of it accrues interest until repaid, so even a modest reduction in the amount borrowed cuts the finance charges noticeably. Lenders often set a minimum, so check it before you plan a small loan.

Interest rate, APR and APY

Your interest rate is the percentage the lender charges each year. The annual percentage rate (APR) folds in fees, which makes it the fairer figure for comparing offers, while the annual percentage yield (APY) describes what a savings product earns once compound interest is counted. Mixing the two up is a common mistake; treat APR as what you pay and APY as what you earn. The loan side of the calculator takes the APR as its rate input, while APY only matters on the investment side.

Loan term and compounding

The loan term is how long you take to repay. A longer term lowers each payment but lets accumulated interest build, so the total interest rises. Interest on most loans compounds monthly, and more frequent compounding nudges the cost up slightly.

  • Loan amount: the principal you borrow today
  • Interest rate: the yearly charge, quoted as APR
  • Loan term: months or years until the final payment
  • Payment frequency: monthly, quarterly, semiannual or annual

Loan Cost Compared: Amortized, Interest-Only and Lump Sum at Loan Maturity

The loan cost depends heavily on how the loan is repaid. Three structures cover nearly everything you will meet, and your choice of amortization type changes both the payment and the total. Pair this with the asset allocation calculator online for a fuller picture before you make a decision.

  • Regular amortized (principal and interest): a fixed payment that clears the balance by maturity.
  • Fixed principal: an equal slice of principal each period plus interest on the shrinking balance, so payments start high and fall.
  • Interest-only: you pay just the interest each period and owe the whole principal at the end, often as a balloon payment.

A lump sum loan sits at the far end of that range: nothing is paid until loan maturity, when principal and every bit of compounded interest come due together. A zero-coupon bond follows the same pattern: sold at a discount and repaid at face value, so what you owe at the end is principal plus compounded interest.

The interest-only structure looks cheap month to month. On the example loan below, interest alone is $235.20 a month, against $661.15 for a fully amortized payment, but the interest-only borrower still owes the entire $38,400 at the end.

Worked Example: Investment Growth Against Loan Cost

Suppose you borrow $38,400 at a 7.35% interest rate over 72 months (6 years), and you put the whole amount into an investment you expect to earn 9.2% a year, compounded monthly. The periodic rate is \(r = 0.0735 / 12 = 0.006125\), and the calculation runs as follows.

ResultValue
Monthly payment (principal and interest)$661.15
Total of 72 payments$47,603.13
Total interest$9,203.13
Investment value after 6 years at 9.2%$66,549.91
Investment gain$28,149.91
Gain minus loan interest$18,946.78

On paper, the $28,149.91 of growth covers the $9,203.13 of interest roughly three times over, leaving about $18,946.78. The loan only needs the investment to grow by 23.97% across the six years (that is \(9{,}203.13 / 38{,}400\)) to cover its own interest, which is a far lower bar than 9.2% a year suggests.

Waterfall chart showing $28,150 of investment gain minus $9,203 of loan interest leaving $18,947 net on a $38,400 investment loan
Investment gain minus total interest on the $38,400 worked example.

That arithmetic ignores taxes, fees and the possibility that the investment loses money, which is why the result is hypothetical. Treat it as the ceiling, then rerun the numbers with a lower return.

How the term changes the result

Stretching or shortening the term on the same $38,400 at 7.35% moves cost and payment in opposite directions:

Loan termMonthly paymentTotal repaidTotal interest
48 months$925.78$44,437.64$6,037.64
72 months$661.15$47,603.13$9,203.13
96 months$530.25$50,903.82$12,503.82
Stacked columns of principal and interest for 48, 72 and 96 month terms on a $38,400 loan at 7.35%
Total repaid on $38,400 at 7.35%, split into principal and interest by loan term.

Loan Calculator Payment Table by Rate and Term

Rates move, so it helps to see how the monthly payment shifts when the rate changes by a full point. This table holds the loan at $38,400 and varies the interest rates and the term.

Interest rate48 mo60 mo72 mo84 mo96 mo
6.35%$908.00$748.65$642.76$567.43$511.20
7.35%$925.78$766.72$661.15$586.15$530.25
8.35%$943.78$785.06$679.86$605.23$549.70

Notice that a full percentage point changes the 72-month payment by only about $18.60, while moving from 72 to 96 months drops it by more than $130. The term, not the rate, is the bigger lever on your monthly payment, but it is also the bigger lever on total cost.

Heatmap of monthly payments on a $38,400 loan by interest rate and loan term with the 7.35% 72-month cell outlined
Monthly payment on $38,400 by rate and term; the outlined cell is the worked example.

A Landlord Runs a Loan Estimator Before Renovating

Marguerite owns a one-bedroom rental that sits empty between tenants, and a contractor has quoted $21,750 to replace the kitchen and flooring. Comparable units nearby rent for $520 a month more than hers does now, so the renovation looks like a sound investment, but only if the loan payment stays below that extra rent.

She opens the calculator and enters a loan amount of $21,750, an interest rate of 6.85% from her credit union's quote, and a loan term of 54 months, the length of the quote's fixed-rate option. The result: a monthly payment of $469.18, total repayment of $25,335.70 and total interest of $3,585.70.

Next she checks the number against two references. The extra rent of $520 covers the payment with $50.82 a month to spare. And with $412 in existing monthly debt payments against $5,480 of monthly income, her debt-to-income ratio rises from 7.5% to 16.1%, comfortably under the 36% guideline most lenders use.

The thin $50.82 margin bothers her, so she reruns the calculation with one input changed: a rate of 7.85%, in case the final offer comes in a point higher. The payment becomes $479.40, which still leaves $40.60 a month. She decides to accept the 54-month offer, but only if the contractor's price holds, and she sets aside one month of payments in a separate account before signing.

Pay Off Debt or Invest Calculator Logic: Which Comes First?

A pay off debt or invest calculator answers a related question: should spare cash go to existing debt or to the market? The logic is a straight comparison of two rates. If your debt costs more than your investment is likely to earn after tax, repaying it is the safer winner, because a repayment is a guaranteed return equal to your interest rate.

When the expected return is clearly higher than the debt's rate, investing can come out ahead, but only if you can tolerate the risk. A guaranteed saving and an uncertain gain are not the same thing, so most people split the difference: they clear high-rate debt first, keep an emergency fund, then invest the rest.

  1. List each debt with its interest rate and balance.
  2. Estimate a realistic, conservative return for the investment.
  3. Repay anything costing more than that return.
  4. Invest the remainder, and rerun the numbers each year.

Investment Calculator Inputs: Rate of Return Against Loan Interest

Every investment calculator asks for an estimated rate of return, and it is the number people are most tempted to inflate. Returns vary with the market, the economy, inflation and above all the mix of assets in your portfolio. A portfolio of mostly bonds will not behave like one made of stocks.

Useful reference points, from lowest to highest expected risk, include high-yield savings accounts, CDs, government and corporate bonds, and broad equity indexes such as the S&P 500. A return below your loan's interest rate means the loan loses money, so run the numbers at a conservative return, a middle return and an optimistic one; the real outcome usually lands somewhere between them.

Recurring investments and the final balance

If you add recurring investments on top of the starting amount, the final balance rises through total contributions plus interest earned. Those deposits come on top of the loan payment, so include them in your budget when judging whether the loan pays for itself. Over long horizons, time does more of the work than any single deposit.

Diversification and advice

Borrowing to buy one asset concentrates risk while the loan payment stays fixed, so diversification across many holdings matters more, not less. A financial advisor can review your fees and allocation, though no advisor can promise returns.

Debt Calculator Limits: Secured Loan, Unsecured Loan and Default

A secured loan is backed by collateral, such as a home, vehicle or investment property. The lender holds a lien on that asset, so if you default, they can take it. An unsecured loan has no collateral, which means higher rates but no specific asset at stake.

A debt calculator gives you the cost of borrowing, but it cannot tell you whether you will be approved. Final terms depend on credit approval, your income and your existing obligations, and a commercial lender will also look at the property's cash flow before offering financing.

Questions to ask before you borrow to invest

  • Could my budget carry the payment if the investment earned nothing for a year?
  • Does my contract allow early repayment without a penalty?
  • Is the interest rate fixed, or can it change?
  • Would I still be comfortable if the savings I set aside were needed in an emergency?

Be careful about the money you cannot afford to lose: borrowing to invest magnifies returns when things go well and magnifies losses when they do not. Treat the calculator's results as an estimate to plan around, with mortgage-style amortization behind them, and let smart finance habits start with knowing the full price of what you borrow, including its growth hurdle.

Investment Loan Calculator questions

What is an investment loan?

An investment loan is borrowed money used to buy an asset expected to grow in value or produce income, such as a rental property, equipment or a securities portfolio. The loan itself works like any other: you repay principal plus interest over a set term.

How do I calculate the monthly payment on an investment loan?

Enter the loan amount, interest rate and loan term, keep the loan type on amortized and the payback on every month, then click Calculate. The payment is the amount that clears the balance exactly at the end of the term.

What is the difference between an amortized loan and a deferred payment loan?

An amortized loan is repaid in regular instalments of principal and interest, while a deferred payment loan has one lump sum, principal plus compounded interest, due at maturity.

How does the loan term affect my total interest?

A longer term lowers each payment but gives interest more time to accrue, so total interest rises. A shorter term does the opposite: higher payments, lower overall cost.

What does the interest-only option do?

With interest-only you pay just the interest each period and owe the whole principal in the final period, so the regular payment looks small but the loan is not reduced along the way.

What are DCR, debt yield and cash on cash?

They are coverage measures for income-producing assets. DCR divides net operating income by annual debt service, debt yield divides it by the loan amount, and cash on cash divides the cash left after debt service by your own equity.

Is the interest rate the same as the APR?

Not exactly. The APR includes lender fees along with interest, which makes it the better figure to enter when comparing loan offers.

Can this calculator tell me whether I will be approved?

No. It estimates payments and cost from the numbers you enter; approval depends on the lender's credit review, your income and any collateral.