Forecast daily tickets and agent capacity instantly here. Spot bottlenecks using queue math and SLA. Plan staffing changes before customers feel the wait again.
| Scenario | Tickets/day | Agents | AHT (min) | Utilization | Avg wait (min) | SLA % |
|---|---|---|---|---|---|---|
| Lean team, moderate demand | 166 | 6 | 10.0 | 77.1% | 6.0 | 100.0% |
| Peak sale week | 510 | 10 | 14.0 | 162.1% | — | — |
| Strong self-service and staffing | 240 | 9 | 9.0 | 58.8% | 0.5 | 100.0% |
Queue size starts with inbound volume and coverage time. If you receive 250 tickets per day across 10 coverage hours, arrivals average 25 tickets per hour. With a 12‑minute handle time, one agent can complete about 5 tickets per hour. Eight scheduled agents provide 40 tickets per hour before adjustments, so the system can be stable. Category mix matters; returns issues often raise handle time.
Shrinkage removes paid time from ticket work. At 25% shrinkage, 8 scheduled agents become 6.0 effective agents. Using the same 12‑minute handle time, capacity drops from 40 to 30 tickets per hour. If arrivals remain 25 tickets per hour, utilization becomes 25/30 = 83.3%, leaving little buffer for spikes.
Occupancy is a quality guardrail, not a penalty. Capping occupancy at 85% turns 6.0 effective agents into 5.1 working capacity equivalents. Service capacity becomes roughly 25.5 tickets per hour. That pushes utilization close to 98%, which increases the probability of waiting and inflates the average queue during busy intervals.
Self‑service reduces tickets that reach agents. A 10% deflection rate turns 250 raw tickets into 225 agent‑handled tickets. Seasonality then scales that number; a 1.35 multiplier during a sale event lifts 225 to 303.8 tickets per day. Over 10 hours, that becomes 30.4 tickets per hour, which can overwhelm the same staffing plan.
The model estimates the probability that a ticket waits and how often it meets an SLA window. When utilization rises above 90%, the wait probability climbs quickly, and meeting an SLA like 80% within 4 hours becomes difficult. Adding one scheduled agent or lowering handle time by 1–2 minutes can materially improve SLA probability.
Net flow is adjusted demand minus daily capacity. If net flow is +15 tickets per day, a 7‑day horizon adds about 105 tickets to the open queue. If net flow is −20, the backlog shrinks by about 140. Use the forecast and the chart to decide whether to add shifts, expand coverage hours, improve deflection, or streamline macros.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.