C4 · Economics & metrics · 38 terms

Economics
& Metrics

Reconcile revenue stocks, then estimate contribution under explicit assumptions.

The MRR walk reconciles a consistently defined recurring-revenue stock. LTV and payback need cohort survival, contribution, time and cash conventions. Benchmark values depend on their sample and era; they do not identify the return from changing a GTM policy.
Cluster C4 Model updated 2026-10-05 38 terms · 1 category

The MRR reconciliation

MRR Walk identity

Reads as: Ending MRR = Starting MRR + New + Expansion − Contraction − Churn + Other adjustments. Define reactivation, currency and reclassification consistently. MRR is distinct from recognized revenue, billings and collections; differential growth equations add assumptions beyond this reconciliation.

The unit economics stack

Define the customer unit, cost basis, revenue or contribution basis, cohort and horizon before comparing unit economics. CAC is required for LTV:CAC and acquisition payback; Rule of 40 uses separately defined growth and margin measures.

Customer Acquisition Cost estimator

Reads as: Acquisition spend divided by new customers using a stated cohort and allocation convention. Match costs to acquisition timing; a one-period lag is only a chosen approximation. Fully loaded costs include relevant headcount, tools and overhead.

CAC Payback Period estimator

Reads as: Months to recover acquisition cost under constant monthly contribution. When contribution changes with tenure, accumulate the expected cohort path to CAC. Annual NRR is not a denominator adjustment; cash recovery also depends on billing and collection timing.

LTV:CAC Ratio estimator

Reads as: ARPU × margin / churn is a constant customer-hazard scenario with matched period units and payment timing. A cohort estimate needs survival and contribution data; heterogeneous churn does not imply a universal haircut. Contribution LTV:CAC uses contribution LTV without multiplying margin a second time.

Rule of 40 / Rule of X directional

Reads as: Rule of 40 and Rule of X are descriptive scores. State the growth and margin definitions; estimate or scenario-test w for the relevant market, cohort and era. A valuation correlation does not identify the causal return to growth investment.

Magic Number estimator

Reads as: Annualized quarterly revenue change divided by prior-quarter sales and marketing spend. With an ARR numerator, do not annualize again. This blended descriptive score includes retention and other changes; compare it with incremental contribution before deciding to scale.

Retention economics

Retention, expansion and acquisition contribute to growth; their incremental returns depend on the target population and policy. An observed 120% NRR means the starting cohort's defined revenue stock grew 20% over that observation period. Continued compounding is a projection requiring stable cohort dynamics. NRR minus GRR equals expansion only under the same cohort, basis and adjustment conventions.

Net Revenue Retention (NRR) identity

Reads as: The ending defined recurring-revenue stock from the starting cohort, including expansion, divided by its starting stock. Separate reactivation, currency and price effects. Contract retention and customer value are different outcomes.

Gross Revenue Retention (GRR) identity

Reads as: Retention of the starting recurring-revenue stock excluding expansion, under the same cohort convention. It does not establish product adoption or customer value by itself.

Burn Multiple estimator

Reads as: Cash burned per dollar of net new ARR over a matched interval. Undefined at zero ARR change; negative or near-zero denominators need explicit interpretation. Descriptive bands do not identify the return on an additional dollar of spending.

Historical benchmark orientation

MetricSeedSeries ASeries B+Best-in-class
NRRN/A> 100%> 110%> 120% (Snowflake: 158%)
GRR> 70%> 80%> 85%> 90%
CAC Payback< 24 mo< 18 mo< 12 mo< 6 mo (PLG)
LTV:CACN/A> 2:1> 3:1> 5:1
Magic NumberN/A> 0.5> 0.75> 1.0
Rule of 40N/A> 40> 50> 60 (Bessemer 2024)

Calculators

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