How to Perform a Total Cost Comparison
A total cost comparison calculates the all-in cost of each loan offer over the borrower’s expected holding period. The calculation includes two categories: upfront costs (paid at closing) and ongoing costs (paid monthly over the holding period). The sum of these two categories, minus any credits received, equals the total cost.
Upfront costs: Origination fees + discount points + third-party fees (title, appraisal, recording, etc.) + prepaid items (prepaid interest, first year insurance premium, escrow reserves) - lender credits = net upfront cost.
Ongoing costs over holding period: Monthly P&I payment x number of months + monthly PMI x number of months PMI is in effect + monthly property tax escrow x number of months + monthly insurance escrow x number of months = total ongoing cost.
Total cost: Net upfront cost + total ongoing cost.
Note: Property tax and insurance escrow are the same across lenders (they are determined by the property, not the lender), so for comparison purposes, borrowers can exclude these if they want to focus solely on lender-controlled costs. The simplified comparison then becomes: net upfront costs + total P&I payments + total PMI payments over the holding period.
Example: Borrower expects to hold the loan for 7 years (84 months). Offer A: $4,000 net upfront costs, $2,528/month P&I, $150/month PMI for 84 months. Offer B: $1,500 net upfront costs, $2,590/month P&I, $175/month PMI for 84 months. Total cost of Offer A: $4,000 + ($2,528 x 84) + ($150 x 84) = $4,000 + $212,352 + $12,600 = $228,952. Total cost of Offer B: $1,500 + ($2,590 x 84) + ($175 x 84) = $1,500 + $217,560 + $14,700 = $233,760. Offer A is $4,808 cheaper over 7 years despite higher upfront costs.
How Break-Even Analysis Works Across Different Scenarios
Break-even analysis applies to any loan comparison where one offer has lower ongoing costs but higher upfront costs (or vice versa). The break-even point is where the cumulative savings from lower ongoing costs exactly offset the higher upfront costs.
Points scenario: Borrower pays $3,000 in points to reduce the rate, saving $50/month. Break-even: $3,000 / $50 = 60 months (5 years). If holding longer than 5 years, points are worthwhile.
Lender credit scenario: Borrower accepts a $2,500 lender credit in exchange for a 0.125% higher rate, increasing the payment by $32/month. Break-even: $2,500 / $32 = 78 months (6.5 years). If holding less than 6.5 years, the credit saves money.
PMI structure scenario: Single-premium PMI costs $6,000 upfront vs. monthly PMI of $180/month. Break-even: $6,000 / $180 = 33 months (2.75 years). If PMI will be in effect for more than 33 months, single premium is cheaper.
LPMI vs. BPMI scenario: LPMI adds 0.375% to the rate (increasing payment by $95/month) but eliminates $180/month PMI, a net savings of $85/month. However, once BPMI is cancelled (at month 96), the LPMI borrower pays $95/month more with no offset. Break-even: the monthly savings of $85 over 96 months ($8,160) vs. the monthly cost of $95 after month 96. The LPMI borrower breaks even at approximately month 182 (15 years). If the borrower keeps the loan longer, BPMI with cancellation is cheaper.
How to Use the Net Tangible Benefit Framework
The net tangible benefit (NTB) framework asks the borrower to quantify the financial advantage of one loan choice over another. The framework requires identifying: (1) the specific benefit (lower payment, lower total cost, rate certainty, etc.), (2) the dollar value of the benefit, and (3) the time period over which the benefit materializes.
For a purchase comparison, the NTB analysis compares competing offers over the expected holding period. For a refinance, the NTB compares the proposed new loan to the existing loan. The benefit must be net of all costs, including closing costs on the new loan. A refinance that lowers the monthly payment by $150 but costs $6,000 in closing costs has a break-even of 40 months. The net tangible benefit begins at month 41.
Borrowers should be skeptical of loan offers where the tangible benefit is difficult to quantify or materializes only under specific assumptions (such as holding the loan for 20+ years). The best loan choices have clear, near-term benefits that are robust across a range of holding period assumptions.
Adjustable-Rate vs. Fixed-Rate Comparison Methodology
Comparing an ARM to a fixed-rate loan requires scenario analysis because the ARM’s future costs are uncertain. The recommended approach is to model three scenarios: (1) rates remain stable at current levels, (2) rates rise moderately (1-2% above current levels), and (3) rates rise to the ARM’s lifetime cap. For each scenario, calculate the total cost over the expected holding period and compare to the fixed-rate total cost.
If the ARM is cheaper in all three scenarios, it is likely the better choice. If the ARM is cheaper only in the stable or declining rate scenario and more expensive in the rising rate scenario, the borrower must decide whether the potential savings justify the risk. The fixed-rate loan provides certainty, and some borrowers are willing to pay a premium for that certainty even if the ARM has a higher expected value. For more on ARM structure, see the qualification and income hub pages on loan types.
Related topics include closing costs explained: what to expect and how to estimate, origination fees and lender charges explained, discount points: buying down your mortgage rate, prepaid items and escrow reserves at closing, title insurance and title fees explained, and appraisal costs and the appraisal process.