Audited ·Last updated 29 Jul 2026·5 citations·Tier 2·0 uses

Customer Retention Rate Calculator — From Start, End and New Customer Counts

Work out customer retention rate from your start, end and new-customer counts — and see how far the naive end ÷ start figure overstates it.

Customer Retention Rate Calculator

The at-risk base: every active customer on day one. This is the denominator, and nothing you acquire later belongs in it.
Every active customer on the last day, including the ones you signed during the period. The calculator strips those out for you.
Count only new customers who were still active at period end. A customer who churned earlier and came back counts as NEW here, not retained — they were not in the opening base.
Period these counts cover
Customer retention rate
95.00
Share of the customers you started the period with who were still active at the end. Customers acquired during the period are excluded from both the numerator and the denominator.
What this result means
Of the 1,200 customers you started with, 1,140 (95%) were still active at the end and 60 left. The 180 customers acquired during the period are excluded from both sides of the ratio — counting them would read as 110% "retention", which is the most common error in this calculation.
Customer churn rate
5.00%
Customers retained
1,140
Customers lost
60
End ÷ start (NOT retention)
110.00%
How far that overstates retention
15.00 pts
Annualised retention
95.00%
Net customer growth
10.00%

Background.

Customer retention rate is the share of the customers you began a period with who were still there at the end of it. The formula that matters is not the one most people reach for. Retention is retained customers divided by the customers who were at risk — and the customers you signed during the period were never at risk, so they belong on neither side of the fraction. That means the calculation is (customers at end − new customers) ÷ customers at start, not customers at end ÷ customers at start.

The difference is not academic. Load this page and the default figures describe a business that went from 1,200 customers to 1,320, signing 180 along the way. Divide 1,320 by 1,200 and you get 110% — a number that is not retention at all, and which cannot be retention, because you cannot keep more customers than you had. The correct calculation is (1,320 − 180) ÷ 1,200 = 95%: this business kept 1,140 of its original customers and lost 60. Both facts are true simultaneously — the customer count grew 10% and 5% of the opening base walked out — and the naive figure blurs them into one flattering number. The gap between the two, reported here as its own output, is exactly your acquisition rate: 180 ÷ 1,200 = 15 percentage points. The faster you grow, the more the wrong formula flatters you.

The formula on this page is the one MASB, the Marketing Accountability Standards Board, publishes in its Common Language Marketing Dictionary, drawn from Farris, Bendle, Pfeifer and Reibstein's Marketing Metrics: "Retention rate is the ratio of the number of retained customers to the number at risk." Datadog states the same exclusion principle for the revenue version in its Form 10-K — its retention figure "excludes ARR from new customers in the current period." The base is the opening cohort in both cases, and nothing that arrives later enters it.

One rule needs stating before you enter numbers, because it changes the answer. A customer who churned in an earlier period and came back during this one was not in the opening base, so they count as a new customer here, not a retained one. Counting win-backs as retained is how retention rates above 100% appear in dashboards, and this calculator rejects that input rather than reporting an impossible figure. If you want a metric that can exceed 100%, you want net revenue retention, which is measured in dollars and adds expansion revenue on top.

Finally, retention compounds across periods rather than adding up. Ninety-three percent monthly retention does not mean 100 − 7 × 12 = 16% a year; it means 0.93 to the twelfth power, or 41.86% — a much worse number than the linear arithmetic suggests, though better than it feels. Treat the annualised output as a floor. Fader, Hardie and colleagues showed that observed cohort retention rises as a cohort ages, because the customers most likely to leave leave first, so projecting a single blended rate forward always under-counts the survivors.

What is customer retention rate calculator?

Customer retention rate (CRR) measures the proportion of an existing customer base that is still active at the end of a defined period. It counts customers, not revenue, and it is calculated by dividing the number of retained customers by the number of customers who were at risk at the start of the period, then multiplying by 100. Retained customers are derived here as the closing customer count minus customers acquired during the period, because new arrivals were never exposed to the possibility of leaving and so cannot be part of a retention measure. Customer churn rate — also called logo churn or customer attrition — is the complement of retention over the same base and period: churn = 100% − retention. Retention rate counts customers irrespective of how much each one spends, which is what separates it from revenue retention metrics: a business can retain 95% of its customers while losing far more or far less than 5% of its revenue, depending on the size of the accounts that leave. Because both the numerator and the denominator exclude mid-period acquisitions, customer retention rate is capped at 100% and cannot exceed it. It is an operational metric with no accounting-standard definition, so the period, the denominator convention and the treatment of win-backs all need stating alongside any figure you publish.

How to use this calculator.

  1. Choose the period your counts cover. Twelve months is the default and the most common reporting basis for retention; use one month or one quarter if that matches your reporting cycle.
  2. Enter the number of active customers on day one of the period. This is your at-risk base and it becomes the denominator.
  3. Enter the number of active customers on the last day of the period, including everyone you signed along the way. Do not subtract anything yourself.
  4. Enter how many customers you acquired during the period who were still active at period end. Count a returning, previously-churned customer as new — they were not in the opening base.
  5. Read the retention rate together with the summary line beneath it, which states the counts and shows what the same figures would have read had the new customers been left in.
  6. Compare the retention rate against the net customer growth figure. They answer different questions and can move in opposite directions; a business can grow its count while its base leaks.
  7. Use the annualised figure as a floor rather than a forecast, and prefer a directly measured twelve-month rate whenever you have one.

The formula.

CRR = (E − N) ⁄ S × 100%

Customer retention rate is retained customers over the at-risk base: CRR = (E − N) ÷ S × 100, where S is the customer count at the start of the period, E the count at the end, and N the customers acquired during the period who were still active at period end. The subtraction of N is what makes it a retention measure rather than a growth measure. With the default figures — S = 1,200, E = 1,320, N = 180 — retained customers are 1,320 − 180 = 1,140, so CRR = 1,140 ÷ 1,200 = 95.00% and 60 customers were lost. Customer churn is the complement over the same base and period: 100% − 95.00% = 5.00%. Two further outputs exist purely to make the standard error visible. The naive figure E ÷ S = 1,320 ÷ 1,200 = 110.00% is reported and labelled as not being retention, and the gap between it and the real rate is reported as overstatement in percentage points: 110.00 − 95.00 = 15.00 points. That gap is not arbitrary. Algebraically, E ÷ S − (E − N) ÷ S = N ÷ S, so the size of the error is precisely your acquisition rate — 180 ÷ 1,200 = 15.00%. A company acquiring nothing sees the two figures agree; a company doubling its customer base sees the naive figure overstate retention by a hundred points. Net customer growth, (E − S) ÷ S, is reported separately because it is the question the naive formula was accidentally answering: 120 ÷ 1,200 = 10.00%. Annualisation compounds the retention ratio rather than scaling the churn rate: CRR raised to the power 12 ÷ L, where L is the period length in months. All arithmetic is carried at full arbitrary-precision decimal width, and nothing is rounded until the result is returned — the retention ratio in particular is never rounded before being raised to the 12/L power.

A worked example.

Example

A subscription business closes a single month. It began with 2,500 active customers, ended with 2,600, and signed 275 new ones during the month. On the face of it that looks like a good month, and in one sense it was — the customer count rose 4.00%. Retention tells a different story. Of the 2,600 customers on the last day, 275 were new, so 2,325 came from the opening base. Retention is 2,325 ÷ 2,500 = 93.00%, which means 175 of the original 2,500 customers left during the month and customer churn was 7.00%. The naive calculation — 2,600 ÷ 2,500 — reads 104.00%, overstating retention by 11.00 percentage points. That gap is exactly the acquisition rate: 275 ÷ 2,500 = 11.00%. The business did not retain 104% of anything; it grew 4% while leaking 7% of its base. The monthly rate matters more than it looks. Compounded across a year, 93.00% monthly retention is 0.93 to the twelfth power, or 41.86% — under half the opening cohort still present after twelve months. Note how far that is from the linear intuition: 7% a month does not mean 84% a year gone leaving 16%, and it does not mean 7% a year either. Standing still would take about 175 signings a month, the number it is losing; at 275 it is signing roughly 1.6 times that, which is why the count still rises 4.00% in a month during which 7.00% of the base walked out. One caution on the annualised figure. It assumes the same 7% monthly churn applies to every remaining customer every month. Real cohorts do not behave that way: the customers most likely to leave leave first, so the surviving mix gets steadily more loyal and true twelve-month survival is higher than 41.86%. Read it as a floor. Compare it with the annual defaults this page loads with, where a 95.00% annual retention rate on 1,200 opening customers sits alongside 10.00% growth in the count — the same tension between growth and leakage, measured over a year instead of a month.

new Customers275
customers At End2,600
customers At Start2,500
period Months1

Frequently asked questions.

What is the correct customer retention rate formula?
Retained customers divided by the customers who were at risk, expressed as a percentage. In practice you rarely observe "retained" directly, so you derive it: retained = customers at end − customers acquired during the period, and retention = that figure ÷ customers at start. MASB's Common Language Marketing Dictionary, drawing on Farris, Bendle, Pfeifer and Reibstein's Marketing Metrics, states it as "the ratio of the number of retained customers to the number at risk." The subtraction is the whole point: customers signed during the period were never at risk of leaving it, so counting them as retained is a category error. It is also why the formula is often written as (E − N) ÷ S rather than as a simple ratio of two counts.
Why can't I just divide ending customers by starting customers?
Because that measures growth, not retention, and it will read above 100% for any business that is growing. With this page's defaults, 1,320 ÷ 1,200 = 110% — but you cannot keep more customers than you had, so 110% cannot be a retention rate. The true figure is 95%: 1,140 of the original 1,200 survived and 60 left. The error in the naive figure is exactly your acquisition rate, 180 ÷ 1,200 = 15 percentage points, which means the mistake is largest precisely when a company is growing fastest and least likely to question a flattering number. This calculator reports both figures side by side so the gap is visible rather than assumed away.
Do customers who came back after churning count as retained?
No — they count as new. Retention is measured against the cohort that existed at the start of the period, and a customer who had already churned was not in it. Instructure's SEC filing pins cohort membership the same way, defining a customer cohort by whether the customer had any revenue in the opening month of the measurement window. Counting win-backs as retained is the usual reason dashboards show customer retention above 100%, which this metric cannot mean. This calculator rejects inputs that imply more retained customers than you started with, and tells you why. If you want to track win-backs, track them as a separate reactivation figure rather than folding them into retention.
Is customer retention rate the same as 100% minus churn?
Over the same base and the same period, yes — the two are complements by definition, and this calculator reports both. The relationship breaks when the periods or bases differ. Monthly retention of 93% does not pair with annual churn of 7%: annually the figures are 41.86% retention and 58.14% churn. It also breaks if you compare a customer-count retention rate against a revenue churn rate, which is a different measurement entirely — a business can retain 95% of its customers while losing 2% or 20% of its revenue depending on the size of the accounts that left. Match the basis, the base and the period before treating the two as complements.
How do I annualise a monthly retention rate?
Raise it to the power twelve. A 93% monthly retention rate becomes 0.93^12 = 41.86% over a year, not 16% (which is what subtracting 7% twelve times gives) and not 93%. More generally, raise the retention ratio to the power 12 ÷ period length in months, which is what the annualised output on this page does. Treat the result as a projection rather than a measurement, and specifically as a floor. Fader, Hardie, Liu, Davin and Steenburgh showed in the Journal of Interactive Marketing that observed cohort retention rises as a cohort ages: "customers with high churn propensities drop out early on, leaving an ever-increasing proportion of customers who have low propensities to churn." Compounding a single blended rate ignores that improvement and under-counts survivors.
What is a good customer retention rate?
There is no defensible general benchmark, and this page deliberately does not print one. Retention depends on contract length, price point, segment, billing frequency and how the denominator was defined — and because it is an operational metric with no accounting-standard definition, two published figures are frequently not comparable. What you can do rigorously is compare against yourself with the convention held constant, and split the series by cohort age and segment, because a flat blended rate can hide enterprise retention improving while self-serve deteriorates. The SEC's 2020 guidance on key performance indicators asks companies presenting metrics like this one to publish a clear definition of how it is calculated, and to disclose any later change of method — good practice whether or not you file with anyone.
How does customer retention differ from net revenue retention?
One counts accounts, the other counts dollars, and only the dollar version can exceed 100%. Customer retention asks what share of your opening customer base is still there; it is capped at 100% because you cannot keep more customers than you had. Net revenue retention asks what the opening revenue base is worth now, adding expansion revenue from those same customers, which has no upper bound — filed figures above 100% are routine. The two can point in opposite directions: losing many small accounts while upselling the large ones gives low customer retention and high net revenue retention, which is a perfectly viable business. Look at both before drawing a conclusion, and use the net revenue retention calculator for the dollar view.

References& sources.

  1. [1]MASB (Marketing Accountability Standards Board) — Common Language / Universal Marketing Dictionary, entry "Retention Rate": "Retention rate is the ratio of the number of retained customers to the number at risk. Retention rate is used to count customers and track customer activity, irrespective of the number or dollar value of transactions made by each customer." Formula: "Retention rate (%) = [Number of customers retained ÷ Number of customers at risk] x 100". Sourced by MASB from Farris, P. W., Bendle, N. T., Pfeifer, P. E. & Reibstein, D. J., Marketing Metrics: The Definitive Guide to Measuring Marketing Performance, 2nd ed. (Pearson, 2010). Standards-body reference; free. Retrieved 2026-07-29.
  2. [2]Datadog, Inc. — Form 10-K for the fiscal year ended December 31, 2020, Item 7 MD&A: "Current Period ARR includes any expansion and is net of contraction or attrition over the last 12 months, but excludes ARR from new customers in the current period." Cited as an SEC-filed statement of the mid-period-acquisition exclusion principle. Datadog states it for revenue; this page applies the same principle to customer counts. Retrieved 2026-07-29.
  3. [3]Banzai International, Inc. — Form 10-K for the fiscal year ended December 31, 2024, Item 7 MD&A, "Customer Churn %": "Customer Churn % is the rate of customers who deactivate in a given period relative to the number of active customers at the beginning of such period or end of the prior period." Cited for the beginning-of-period denominator and the churn/retention complement. Retrieved 2026-07-29.
  4. [4]Fader, P. S., Hardie, B. G. S., Liu, Y., Davin, J. & Steenburgh, T. (2018). "'How to Project Customer Retention' Revisited: The Role of Duration Dependence." Journal of Interactive Marketing, 43, 1–16. "Cohort-level retention rates increase because those customers with high churn propensities drop out early on, leaving an ever-increasing proportion of customers who have low propensities to churn." Link is the authors' own full-text copy hosted at London Business School; the Elsevier journal version is paywalled. Retrieved 2026-07-29.
  5. [5]U.S. Securities and Exchange Commission — Commission Guidance on Management's Discussion and Analysis of Financial Condition and Results of Operations, Release Nos. 33-10751; 34-88094; FR-87, 85 Fed. Reg. 10568 (Feb. 25, 2020), Section II "Key Performance Indicators and Metrics", pp. 10569–10570: a registrant presenting a metric should accompany it with "a clear definition of the metric and how it is calculated". Official Federal Register text via GPO govinfo. Retrieved 2026-07-29.

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