Little's Law Calculator

Solve for any variable in Little's Law — enter two known values (WIP, throughput, or cycle time) and instantly get the third.

Little's Law: L = λW

Enter any two values. Select what you want to solve for.

Number of items currently in flight (tasks, tickets, customers…)

Select what to solve for, enter two values, and click Calculate.

Formula Reference

L = λ × W

Solve for WIP: multiply throughput by cycle time.

λ = L ÷ W

Solve for Throughput: divide WIP by cycle time.

W = L ÷ λ

Solve for Cycle Time: divide WIP by throughput.

All three variables must use consistent units. If throughput is in items/day, cycle time must also be in days.

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Summary

Solve for any variable in Little's Law — enter two known values (WIP, throughput, or cycle time) and instantly get the third.

How it works

  1. Select which variable you want to solve for: WIP (L), Throughput (λ), or Cycle Time (W).
  2. Enter the two known values in their respective fields.
  3. Choose consistent time units for throughput and cycle time (e.g., items/day and days).
  4. Click Calculate to see the result with a plain-English interpretation.
  5. Use the worked example section to verify your understanding of the formula.

Use cases

  • Estimate cycle time given your team WIP limit and delivery throughput.
  • Calculate how many concurrent tasks a team can handle to meet a target lead time.
  • Analyze Kanban boards to identify bottlenecks by comparing WIP and throughput.
  • Model customer service queues to staff appropriately for a target wait time.
  • Determine manufacturing throughput needed to keep the production floor at a safe WIP level.
  • Validate Agile sprint planning by checking that committed WIP aligns with historical throughput.
  • Benchmark process improvements by tracking how WIP reductions cut cycle time.
  • Teach queuing theory concepts with an instant numerical sandbox.

Frequently Asked Questions

Last updated: 2026-06-11 · Reviewed by Nham Vu