Updated Mortgage Savings Tool

Bi-Weekly Mortgage Savings Calculator

Compare standard monthly payments with true bi-weekly and accelerated bi-weekly schedules. See how many years you can shave off your mortgage and how much interest you may save.

Standard Monthly Plan True Bi-Weekly Plan Accelerated Bi-Weekly Plan Interest And Time Saved

Bi-Weekly Mortgage Comparison

Enter your loan details once and compare three repayment styles: a standard monthly mortgage, a true bi-weekly plan with payments every 14 days, and an accelerated bi-weekly equivalent using a higher monthly payment. The calculator shows new payoff times, total interest and savings.

The calculator first builds a standard monthly schedule using the classic amortization formula, then compares it with a true bi-weekly schedule using half payments every 14 days and an accelerated plan that uses an equivalent monthly payment equal to 13/12 of the standard payment.

True Bi-Weekly Plan

In a true bi-weekly plan, you pay half of the standard monthly payment every two weeks. Interest is applied every 14 days using a bi-weekly interest rate equal to the annual rate divided by 26, and the loan is amortized across bi-weekly periods until the balance reaches zero.

Bi-Weekly Payment

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Bi-Weekly Term Length

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Total Interest (True Bi-Weekly)

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Interest Saved vs Monthly

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Accelerated Bi-Weekly Plan

In an accelerated bi-weekly plan, the effect of 26 half-payments per year is modeled as making the equivalent of 13 full payments per year. The calculator uses an adjusted monthly payment equal to 13/12 of the standard payment and recomputes the payoff time and interest on a monthly basis.

Equivalent Monthly Payment

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Accelerated Term Length

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Total Interest (Accelerated)

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Interest Saved vs Monthly

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Bi-Weekly Mortgage Savings Calculator – True And Accelerated Schedules

This Bi-Weekly Mortgage Savings Calculator lets you see how much faster you can pay off your mortgage by switching from a standard monthly payment schedule to a bi-weekly strategy. The tool compares three different plans: a standard monthly mortgage, a true bi-weekly schedule that applies interest every 14 days, and an accelerated bi-weekly equivalent that uses a higher monthly payment.

All three scenarios rely on amortization formulas. These formulas split each payment into interest and principal, gradually reducing the balance until it reaches zero. By changing how often you pay and how much you pay, you can change both the payoff time and the total interest paid over the life of the loan.

Standard Monthly Mortgage Payment Formula

A standard fixed-rate mortgage with monthly payments depends on three values: the loan amount P, the monthly interest rate r and the number of monthly payments n. The monthly interest rate is the annual percentage rate divided by 12, and the number of payments n is the term in years multiplied by 12. The fixed payment M that fully amortizes the loan is given by:

M = P × r × (1 + r)n ÷ ((1 + r)n − 1), for r > 0

If the interest rate is zero, the formula simplifies to:

M = P ÷ n

Each month, interest is calculated on the current balance B:

Interest = B × r

The rest of the payment goes toward principal:

Principal = M − Interest

The new balance is:

New balance = B − Principal

Repeating this process for n months with the same payment M brings the balance to zero.

True Bi-Weekly Mortgage Plan

In a true bi-weekly plan, you pay half of the standard monthly payment every two weeks instead of once per month. There are 26 bi-weekly periods in a year, which means you make the equivalent of 13 full payments per year instead of 12. Interest is applied every 14 days using a bi-weekly interest rate rb defined as:

rb = annual rate ÷ 26

The bi-weekly payment Bb used in many plans is simply half of the standard monthly payment:

Bb = M ÷ 2

For each bi-weekly period with balance B, the interest and principal portions are:

Interest = B × rb
Principal = Bb − Interest

The new balance after each payment is again:

New balance = B − Principal

Because you are making 26 half-payments per year, the total money sent in a year is equivalent to 13 full monthly payments. This extra payment goes directly toward principal over time, reducing the balance faster and lowering future interest charges.

Accelerated Bi-Weekly Plan As An Equivalent Monthly Payment

You can think of bi-weekly payments in another way. Since 26 half-payments per year equal 13 full monthly payments, you can model an accelerated plan by increasing your monthly payment so that over a year you pay 13 monthly amounts instead of 12. The equivalent accelerated monthly payment Ma is:

Ma = M × 13 ÷ 12

The monthly interest rate r is still the annual rate divided by 12, and the loan is amortized using the same pattern:

Interest = B × r
Principal = Ma − Interest
New balance = B − Principal

With this higher monthly payment, the calculator recomputes the schedule until the balance reaches zero. The resulting payoff time and total interest closely approximate the effect of a bi-weekly payment schedule without explicitly modeling 14-day periods.

Total Interest And Interest Savings

For the standard plan, the total amount paid is the monthly payment times the number of months:

Total paid (standard) = M × n

The total interest is the total paid minus the original loan amount:

Total interest (standard) = M × n − P

For the true bi-weekly and accelerated plans, the calculator accumulates the interest portion period by period as the loan is repaid. Let Istd be the standard interest, Itrue be the true bi-weekly interest and Iacc be the accelerated interest. The interest savings are:

Interest saved (true bi-weekly) = Istd − Itrue
Interest saved (accelerated) = Istd − Iacc

Payoff Time And Time Saved

The original term length in months is:

n = years × 12

For the true bi-weekly schedule, the calculator counts the number of bi-weekly periods k required to bring the balance to zero. It then converts k into years and months by observing that there are 26 periods per year:

Years = floor(k ÷ 26)
Months ≈ round((k mod 26) × 12 ÷ 26)

For the accelerated monthly plan, the calculator counts the number of monthly payments n′ needed to finish the loan with the higher payment. Time saved is the difference between the original and new payoff times.

How To Use The Bi-Weekly Mortgage Savings Calculator

  • Enter your loan amount, interest rate and term in years.
  • Choose the number of decimal places to control how payments and interest are displayed.
  • Click the calculate button to compute the standard monthly payment and both bi-weekly scenarios.
  • Review the true bi-weekly panel for details on the half payments every 14 days.
  • Review the accelerated panel for the equivalent higher monthly payment and its impact.
  • Examine the summary section to see standard term length, new term lengths and interest saved.

Interpreting The Results

The calculator displays several key values:

  • Standard monthly payment: the payment required to amortize the loan over the original term.
  • Bi-weekly payment: half of the standard monthly payment, paid every 14 days.
  • Equivalent monthly payment: the accelerated monthly amount equal to 13/12 of the standard payment.
  • Term lengths: years and months for the standard, true bi-weekly and accelerated schedules.
  • Total interest: the interest cost under each plan.
  • Interest saved and time saved: the difference between each bi-weekly plan and the standard schedule.

When Bi-Weekly Payments Make Sense

Bi-weekly and accelerated bi-weekly plans are particularly powerful for long-term mortgages. The extra payment built into the bi-weekly structure acts like an automatic prepayment of principal each year. Over 20 to 30 years, this can remove several years from your payoff schedule and save a significant amount of interest, especially at higher interest rates.

However, it is important to check whether your lender charges fees for bi-weekly plans or has prepayment penalties. In some cases, you can achieve similar results by simply making an extra principal payment once per year or increasing your regular monthly payment on your own without enrolling in a formal bi-weekly program.

Bi-Weekly Mortgage FAQs

Frequently Asked Questions About Bi-Weekly Payments

Understand the difference between true bi-weekly and accelerated plans and how they affect your mortgage.

A true bi-weekly mortgage usually reduces total interest and shortens the payoff time because you effectively make the equivalent of one extra monthly payment per year. Whether it is better for you depends on fees, prepayment rules and how comfortable you are with the more frequent payment schedule.

Not always. You can often replicate the effect of bi-weekly payments by paying a slightly higher monthly amount or by making one extra monthly payment per year directed toward principal. The calculator’s accelerated plan shows the impact of this approach using the 13/12 multiplier on the monthly payment.

Bi-weekly plans front-load extra principal reductions by adding the equivalent of a full extra payment each year. Once principal is reduced, all future interest charges are calculated on a smaller balance, which accelerates the payoff process and lowers total interest over the life of the loan.

The results are based on standard amortization formulas and are usually very close to lender calculations, but minor differences can arise from rounding, compounding conventions and lender-specific rules. Use the calculator for planning and education, then confirm details with your lender if needed.