Calculate Monthly Recurring Revenue, ARR, Net New MRR, and SaaS Quick Ratio
How it works
Normalises every subscription to a monthly figure to give one predictable recurring revenue number. The movement breakdown into new, expansion, contraction, and churned MRR is what actually explains growth, far more than the headline total.
MRR = Σ (customers on a plan × normalised monthly price) Net new MRR = New + Expansion − Contraction − Churned ARR = MRR × 12
New MRRrecurring revenue from customers acquired this monthExpansion MRRupgrades, seat additions, and usage increases from existing customersContraction MRRdowngrades and seat reductionsChurned MRRrecurring revenue from customers who cancelled
- 320 × 49 = 15,680
- 85 × 199 = 16,915
- 12 × 999 = 11,988
- Total MRR: 44,583
- Net new MRR: 14,000 + 3,500 − 1,800 − 4,200 = 11,500
- Annual contracts are divided by 12, not booked in the month they are paid. Booking the full amount turns MRR into a cash-collection chart and destroys its predictive value.
- One-time fees, setup charges, professional services, and hardware are not recurring and belong outside MRR.
- Report MRR net of discounts at the actual price paid. Listing customers at list price overstates the number by whatever your average discount is.
- ARR × 12 is only valid for genuinely monthly subscriptions. Usage-based products with variable spend need a trailing average rather than a spot multiplication.
Related Tools
Most Searched Today
Frequently Asked Questions
Yes. Mrr Calculator costs nothing, needs no account, and runs right in your browser. There is no paywall, no watermark on the results, and no limit on how many times you can run the numbers.
Mrr Calculator uses the standard formula for this kind of calculation, so the output is only as good as the figures you type in. Rates, fees, and rules in finance shift over time, and we review the underlying assumptions on a regular schedule; check the "Last reviewed" date above for the most recent pass. Spotted something off? There's a feedback button in the bottom-right corner.