Money StackInterest you can see
Interest

Monthly compounding explained: formula and worked example

See how monthly crediting affects ending capital and why an annual rate cannot simply be multiplied by time.

Money Stack Editorial Team

What happens each month

Money Stack applies a consistent order: add scheduled contributions, calculate interest on the new balance, then apply costs. In compound mode the interest stays invested. This timing assumption means a contribution entered for a month earns interest in that same month.

Monthly rate = r / 12
Balanceₘ = (Balanceₘ₋₁ + Contributionₘ) × (1 + r / 12) − Costsₘ

At $100,000, a nominal 12% annual rate, and five years, the engine produces $181,670. It does not use the simple-interest shortcut. At 12 monthly periods, a 12% nominal rate corresponds to roughly 12.68% effective annual growth before costs and taxes.

Check the product terms

  1. How often is interest credited?
  2. Is it automatically reinvested or paid out?
  3. Does a withdrawal or contribution change the rate?
  4. Are day-count conventions, minimum balances, or early-exit penalties relevant?

Money Stack uses twelve equal monthly periods and rounds monetary values to cents. A bank account, bond, or fund may use a different calendar and is governed by its own disclosure documents.

Why “monthly” is not automatically better

A more frequent compounding schedule matters only alongside the actual rate, fees, access rules, and risk. A lower nominal rate compounded monthly can still produce less than a higher rate compounded less often. Convert both to a comparable effective rate.

Use the official Investor.gov compound interest calculator to cross-check a different compounding frequency. No calculation guarantees future returns.