MS Excel: RATE function to calculate periodic interest rate
- Fakhriddinbek
- 7 days ago
- 2 min read
The Excel RATE function answers that question by calculating the periodic interest rate for loans, annuities, or investments based on known payment terms. It's especially useful when other values (payment, term, future/present value) are known, but the rate is unknown.
This article explains how to use RATE effectively—from simple loans to more advanced financial models.
The RATE function calculates the periodic rate of return or interest rate required to pay off or accumulate a given amount of money over time, based on consistent payment intervals.
It solves for the rate in the time value of money equation, assuming equal payment amounts and regular periods.

Syntax
=RATE(nper, pmt, pv, [fv], [type], [guess])
Parameter Breakdown:
Argument | Description |
nper | Total number of payment periods |
pmt | Payment made each period (use negative for outflow) |
pv | Present value (amount borrowed or invested) |
fv | (Optional) Future value (default is 0) |
type | (Optional) Payment timing: 0 = end of period, 1 = beginning |
guess | (Optional) Initial guess for rate (default is 10%) |
The result is the rate per period. If you're working with monthly payments, the result is the monthly rate. Multiply by 12 for annualized rate.
Example 1: Loan Interest Rate Calculation
Scenario: You borrow $20,000 and agree to pay $377.42 per month for 5 years. What’s the monthly interest rate?
=RATE(60, -377.42, 20000)
Result: 0.005 → or 0.5% per monthMultiply by 12 to get 6% annual interest.
Example 2: Investment Yield with Future Value
Scenario: You invest $5,000 and expect to receive $6,000 after 3 years with no interim payments. What’s the annual yield?
=RATE(3, 0, -5000, 6000)
Result: 0.0622 → or 6.22% per year
Use Cases for RATE
Use Case | Description |
Loan comparison | Determine actual interest rates from different lenders |
Lease or rent analysis | Calculate implicit interest in leasing arrangements |
Investment evaluation | Calculate required rate of return to reach a goal |
Bond-like instruments | Reverse-engineer yield to maturity |
Amortization models | Help complete missing financial inputs |
Related Time Value Functions
Function | Purpose |
PV | Present value of future cash flows |
FV | Future value of investments or loans |
PMT | Payment per period |
NPER | Number of periods |
IRR | Internal rate of return for uneven cash flows |
YIELD | Yield for bonds with periodic interest |
Common Pitfalls & Tips
Mistake | Solution |
Getting 0 or #NUM! error | Try adjusting the guess value (e.g., 0.1 or 0.05) |
Not accounting for period length | Always match rate to period (monthly, quarterly, etc.) |
Wrong payment signs | Use negative for outflows, positive for inflows |
Forgetting to annualize | Multiply by 12 (monthly) or 4 (quarterly) if needed |
Summary Table
Feature | Value |
Function Name | RATE |
Calculates | Interest or return rate per period |
Ideal For | Loans, annuities, investment returns |
Output | Periodic rate (e.g., monthly or annual) |
Inputs Needed | NPER, PMT, PV (plus optional FV, type) |
Final Thoughts
The RATE function is one of Excel’s most powerful and underused financial tools. It helps you uncover the true cost of borrowing or the real return on investment—both critical insights for sound financial decisions.
Used alongside functions like PMT, PV, and NPER, it forms a comprehensive toolkit for loan analysis, retirement planning, and corporate finance modeling.
Wrap your RATE formula inside a multiplication to convert it easily:
=RATE(...) * 12 ← for annual rate if periods are monthly
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