A mortgage recast payment reduction calculator is designed to answer a practical question: what happens to your monthly payment and total interest if you send a large lump-sum payment to your lender and ask them to recast (reamortize) the loan? This tool estimates your new principal-and-interest payment, the reduction in your total interest costs, and how the recast compares with simply investing the lump sum instead.
Unlike a refinance, a recast keeps your existing loan in place. The interest rate, remaining term, and other contract terms usually stay the same. Only the balance changes—because you apply a one-time lump sum—which allows your servicer to recompute a lower payment over the remaining months. This can free up cash flow while still reducing interest costs over time.
Because you are tying up cash in home equity instead of keeping it liquid or investing it, there is a trade-off. This calculator walks through that trade-off so you can see, in simple numbers, how much you might save in interest, how much your payment might drop, and how those benefits compare to a hypothetical investment return on the same lump sum.
To get accurate results, gather the following items—usually found on your latest mortgage statement or loan documents:
The calculator uses standard mortgage amortization formulas to estimate your current and post-recast payments. It assumes a fully amortizing, fixed-rate loan with level monthly payments.
Let:
The standard monthly principal-and-interest payment P on an amortizing loan is calculated as:
After the recast, the balance used for amortization becomes B – L, while the interest rate r and remaining term n stay the same. The new monthly payment Pnew is therefore:
P_new = (B - L) × r / [1 - (1 + r)-n]
The calculator computes both the current scheduled payment and the new recast payment. It then derives several comparison metrics:
In addition to the payment and interest numbers, the calculator lets you compare a recast to the hypothetical scenario where you invest the lump sum instead.
At a high level, the model considers:
Using your chosen annual investment return R (for example, 5% per year), the calculator approximates how much the lump sum might grow over the same remaining loan term n. If it treated the lump sum as a single deposit held for the remaining term, the growth could be expressed as:
Future value ≈ Lump sum × (1 + R)years_remaining
For simplicity, the tool uses a fixed annual percentage rate converted into a periodic growth rate. It then compares the projected investment value to the interest you would save by recasting, giving you a rough sense of which use of cash looks more favorable on paper.
This is only a simplified, educational comparison. Real markets are volatile, and your actual investment performance could be higher or lower than the constant rate you enter.
When you click the calculate button, the results area (below the form) will typically show several key outputs. Here is how to interpret them:
Remember that the best choice is not always the one with the absolute highest projected dollar benefit. Liquidity, risk tolerance, peace of mind, and your broader financial plan also matter.
To make the numbers more concrete, consider a simplified example. The figures below are illustrative only.
Suppose you have:
Step 1: Convert the annual interest rate to a monthly rate:
r = 5.00% / 12 ≈ 0.4167% per month (0.004167 in decimal form)
Step 2: Compute the current principal-and-interest payment using the amortization formula. With a balance of $300,000, a monthly rate of 0.004167, and 300 months remaining, the payment is approximately:
P_current ≈ $1,753 (principal and interest only)
Including $400 of escrow, your current total monthly payment would be around $2,153.
Step 3: Apply the recast. The new balance is $300,000 - $50,000 = $250,000. Keeping the same rate and term, the new principal-and-interest payment becomes:
P_new ≈ $1,461 (principal and interest only)
With the same $400 escrow, your new total monthly payment would be about $1,861. In this illustration, the recast reduces your principal-and-interest payment by roughly $292 per month, and your full payment (including escrow) by the same amount.
Step 4: Compare lifetime interest. Without a recast, the total remaining interest over the next 300 months might be roughly:
Total interest without recast ≈ $225,900
With the recast, the total remaining interest might fall to about:
Total interest with recast ≈ $188,250
That implies a gross interest saving of about $37,650. After subtracting a $300 recast fee, the net interest savings is around $37,350.
Step 5: Compare with investing. If you instead invested the $50,000 at a constant 6% annual return for 25 years, the simple future value would be approximately:
Future value ≈ $50,000 × (1.06)25 ≈ $214,000 (rounded)
On paper, that projected future investment value is much larger than the $37,350 of interest savings in this example. However, the investment involves market risk and does not improve your monthly payment or debt level today. The recast, by contrast, immediately lowers required payments and guarantees the interest savings if you hold the loan to term and follow the schedule.
This example shows how the calculator can help you weigh short-term cash flow, risk, and long-term financial impact side by side.
| Aspect | Mortgage recast | Investing the lump sum |
|---|---|---|
| Primary goal | Lower monthly payments and reduce interest cost on the mortgage. | Potentially grow wealth over time through market returns. |
| Risk level | Low; interest savings are mathematically determined by your loan terms. | Variable; investment values can rise or fall, and returns are not guaranteed. |
| Liquidity | Low; funds become home equity and are harder to access without borrowing. | Potentially higher; depending on the account, funds may be more readily available (subject to taxes and penalties). |
| Impact on required payment | Directly lowers your scheduled monthly mortgage payment. | No change; your mortgage payment stays the same. |
| Opportunity cost | You give up potential investment returns on the lump sum. | You give up guaranteed interest savings and earlier debt reduction. |
| Fees and transaction costs | Typically a flat recast fee; no appraisal or closing costs in many cases. | May involve trading costs, fund fees, or advisory fees, depending on where you invest. |
| Effect on loan term | Usually unchanged; you simply pay less each month over the same remaining term. | Unchanged; the mortgage amortization schedule is unaffected. |
This tool can help you understand the basic math behind a mortgage recast, but it necessarily relies on simplifying assumptions. Keep these points in mind when reviewing your results:
Important disclaimer: The outputs of this calculator are estimates for educational and planning purposes only. They are not financial, tax, or investment advice, and they are not a substitute for reviewing your actual loan documents or speaking with a qualified professional. Always confirm recast policies and payoff figures directly with your lender or servicer before making large payments.
| Metric | No recast | After recast |
|---|