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Brokered CD Simple-Interest Maturity Scenario

Estimate regular cash coupon payments and face value returned over an entered brokered CD term. This model assumes a fixed coupon paid out in cash, so coupon payments do not compound inside the CD. The issue documents control the actual dates, amounts, call terms, and payment rules.

Model coupon cash flow

Enter the face amount, coupon rate, payout interval, and term.

Scenario only. A call may end payments earlier; verify the issuer, call schedule, coupon terms, and maturity date in the offering documents.

Formula, inputs, and source

Formula
Regular coupon per interval = face amount × (annual coupon rate ÷ 100) ÷ payments per year. Full-period count = floor(term in years × payments per year). A fractional final period, if any, is prorated by its fraction of one interval. Total modeled coupons = regular coupon × (full periods + fractional period). Stated maturity cash = face amount + modeled coupons.
Inputs and units
USD face amount, fixed annual coupon rate, regular payout frequency, and term in years. No market price or current rate is fetched.
Output and limits
Estimated regular coupon, number of full and partial periods, cumulative coupon cash, face amount assumed returned, and total modeled cash. Assumes the issuer pays all modeled coupons and principal at stated maturity. It excludes secondary-market sale price, accrued-interest purchase adjustments, taxes, fees, default, call timing, and reinvestment of coupons.
Source and version
SEC Investor.gov, Brokered CDs: Investor Bulletin (published November 30, 2023; accessed November 3, 2026).

How does a brokered CD simple-interest scenario work?

Enter the CD's face amount, stated annual coupon rate, payment interval, and time to stated maturity. The calculator divides annual coupon interest into the selected number of regular payments each year, adds those payments over the term, and adds the face amount once at maturity. It treats each coupon as cash paid out rather than interest that stays in the CD and compounds.

For example, with a $10,000 face amount and a 5% annual coupon paid quarterly, the regular modeled coupon is $125: $10,000 × 0.05 ÷ 4. Over a five-year entered term, 20 regular payments total $2,500. If terms are not an exact number of payout intervals, the calculator prorates a final partial interval; a specific CD may instead use a different date or day-count rule.

Why model simple interest separately?

The SEC's Investor Bulletin says brokered CDs generally pay simple interest rather than compound interest, often at regular intervals such as monthly, quarterly, or semiannually. Coupon cash received can earn interest elsewhere if reinvested, but this page does not model that separate account or assume a reinvestment rate. The estimate therefore describes modeled CD cash payments, not a total-return forecast.

What do maturity and call risk mean here?

The entered term ends at the stated maturity in this scenario. The SEC explains that a callable brokered CD gives the issuing bank the right to redeem the CD early after a set period; that right does not give the holder the same option. If called, principal and interest earned through the call date are paid under the offering terms, and later modeled payments would not occur. This calculator does not estimate a call date or probability.

Read the offering document and broker confirmation for issuer identity, exact maturity and payment dates, fixed or variable coupon terms, call schedule, accrued interest, fees, and how interest is paid. The scenario assumes principal is returned in full and every modeled coupon is paid. It does not determine deposit-insurance coverage, issuer ability to pay, market value if sold early, or tax treatment.

Primary source checked November 3, 2026: SEC Investor.gov, Brokered CDs: Investor Bulletin (November 30, 2023), including its sections on maturity dates, callability, and simple versus compound interest.

This educational calculator is not a recommendation to buy or sell a CD and is not financial, tax, or legal advice.

Frequently asked questions

Does the calculator compound coupon payments?

No. It treats coupon payments as cash paid out and does not add them to the CD face amount. Any return earned after reinvesting coupon cash is outside this model.

Does it show the actual brokered CD payment dates?

No. It estimates regular payment amounts from a frequency and term. Actual dates, first or final stub periods, and day-count conventions come from the specific CD documents.

What happens if the issuer calls the CD?

A call can end the scenario before stated maturity. The issuing bank's call right and payment terms are in the offering documents; this tool does not predict whether or when a call occurs.

Does the result include a sale before maturity?

No. It does not estimate a secondary-market price, sale proceeds, or broker fees. A sale price may differ from face value.

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Formula and attribution

Last updated:

Regular coupon per interval = face_amount * (annual_coupon_rate / 100) / payments_per_year. Full periods = floor(term_years * payments_per_year); a fractional final interval is prorated by its fraction of a period. Total coupons = regular coupon * (full periods + fractional period). Stated-maturity cash = face_amount + total coupons. Assumes simple interest paid out as cash and full principal repayment at stated maturity.

Output (USD and payment periods): Estimated regular coupon cash, cumulative coupons, face amount assumed returned at stated maturity, and total modeled cash. Excludes issuer default, call timing, exact dates/day count, secondary-market sale value, fees, taxes, and reinvestment.