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Month Over Month Growth Calculator

Month-over-month growth, what it compounds to over a year, and how it compares against the same month last year.

Month-over-month growth is (current − previous) ÷ previous.

Results update as you type
Results
Month-over-month growth
5%
Absolute change
Annualised if sustained
Year-over-year growth
Projected value
Months to double at this rate
Monthly rate implied by the year-over-year figure
Assessment
Reviewed September 2026. The time value of money is arithmetic, not regulation: the same formula in every market. Only the currency shown changes. UK savings products quote AER and loans quote APR; both are the effective annual figure, which is what these pages compute.
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About month over month growth

How the month over month growth calculator works

Month-over-month growth is (current − previous) ÷ previous. Its power is compounding: a steady 5% a month is 80% over a year, and 10% a month is 214%.

The trap is seasonality. A single month-over-month figure can be entirely seasonal, which is why the year-over-year comparison is shown alongside — it removes the season by comparing like with like.

Formula: MoM = (current − previous) / previous; annualised = (1 + MoM)¹² − 1

Worked examples

InputsMonth-over-month growthNote
40,000 to 42,0005%5% MoM — 79.6% annualised
A decline-5%negative growth
Flat0%0%

Frequently asked questions

How do I calculate month-over-month growth?

Subtract last month from this month and divide by last month.

Why annualise it?

To see what it compounds to. A 5% monthly rate sounds modest and is nearly 80% a year.

Is month-over-month or year-over-year better?

Year-over-year removes seasonality; month-over-month catches recent inflections. Most businesses watch both, and this page shows both.

What is a good monthly growth rate?

For an early-stage business, 5 to 10% a month is often cited as strong. Sustaining it for long is rare — the compounding gets implausible fast.

Why does my growth rate fall as I grow?

Because the base grows. The same absolute increase is a smaller percentage of a larger number — that is arithmetic, not decline.

Where these figures come from

Last checked: September 2026. These are the standard textbook formulas; the conventions named are those of the CFA Institute curriculum and ISO 80000 usage.