The customer lifetime calculator estimates how long, on average, a customer stays with you before churning, based on your monthly churn rate. Customer lifetime is a foundation of subscription economics, because it feeds directly into customer lifetime value and helps you judge how much you can sensibly spend to win and keep each customer. You enter your monthly churn rate as a percentage, and the tool returns the expected lifetime in months along with the equivalent in years. The relationship is elegantly simple, the average lifetime in months equals one divided by the monthly churn rate expressed as a decimal, so a lower churn rate means a longer expected lifetime. Founders, growth marketers and finance teams use this figure to model payback periods, set acquisition budgets and understand the long run impact of retention work. A few good-practice tips will make your estimate more useful. First, use a churn rate drawn from a meaningful sample over several months, since a single noisy month can distort the result. Second, remember this is an average across your base, so a mix of loyal and fragile customers can sit behind one figure, and segmenting by plan or cohort often reveals more. Third, treat the output as a planning estimate rather than a promise, because churn can change as your product, pricing and market evolve, and improving retention even slightly can extend lifetime considerably. It also pays to recalculate whenever churn shifts, so your lifetime value and acquisition decisions stay grounded in current behaviour. Used alongside churn and retention metrics, this calculator gives you a quick, repeatable read on how durable your customer relationships are and how much each customer is worth over time.
Lifetime in months = 1 / monthly churn rate (as a decimal). Estimate only, not financial or tax advice.
The tool converts your monthly churn percentage to a decimal and divides one by it to find the average customer lifetime in months. It then divides that figure by twelve to express the lifetime in years.
With a monthly churn rate of 2.5 percent, the decimal rate is 0.025. One divided by 0.025 gives 40.0 months, which is 40 divided by 12, or about 3.3 years.
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