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To manage operations effectively, a business must be able to measure its performance. Quantitative data allows managers to set targets, monitor progress, identify problems, and make informed decisions about resource allocation. AQA's specification requires students to understand and calculate several key measures of operational performance.
Key Definition: Operational performance refers to how well a business uses its resources to produce goods and services, measured through indicators such as labour productivity, unit costs, capacity, and capacity utilisation.
Labour productivity measures the output per worker over a given period. It is a key indicator of workforce efficiency and has significant implications for unit costs and competitiveness.
Formula:
Labour Productivity = Total Output ÷ Number of Workers
Example: A factory produces 50,000 units per month with 200 workers.
Labour Productivity = 50,000 ÷ 200 = 250 units per worker per month
If the business can increase this to 300 units per worker (through training, better equipment, or improved processes), total output rises without hiring additional staff — reducing unit labour costs.
Factors affecting labour productivity:
| Factor | Impact |
|---|---|
| Training and skills | Better-trained workers produce more and make fewer errors |
| Motivation | Motivated employees work harder and show greater initiative |
| Technology | Automation and digital tools reduce manual tasks and speed up processes |
| Working conditions | Safe, well-designed workplaces reduce fatigue and absenteeism |
| Management quality | Effective supervision, clear communication, and good planning improve output |
Exam Tip: Labour productivity is not the same as labour efficiency. A worker might be highly productive (high output) but inefficient (using excessive resources to achieve that output). Always define terms precisely and use the correct formula.
Unit cost (also called average cost) measures the cost of producing one unit of output. It is arguably the single most important measure for cost competitiveness.
Formula:
Unit Cost = Total Costs ÷ Total Output
Example: A business has total costs of £2,000,000 and produces 500,000 units.
Unit Cost = £2,000,000 ÷ 500,000 = £4.00 per unit
If total costs remain constant but output rises to 600,000 units (perhaps through better capacity utilisation), unit cost falls:
Unit Cost = £2,000,000 ÷ 600,000 = £3.33 per unit
This £0.67 saving per unit might seem small, but multiplied across 600,000 units it represents a total saving of £402,000 — a significant improvement in profitability.
Strategies to reduce unit costs:
Capacity is the maximum output a business can produce in a given period with its existing resources (machinery, factory space, workforce). Understanding capacity is essential for planning production schedules, meeting demand, and making investment decisions.
Capacity can be measured in various ways depending on the industry:
| Industry | Capacity Measure |
|---|---|
| Manufacturing | Units per day/week/month |
| Hotel | Room-nights available per month |
| Airline | Available seat-kilometres (ASK) |
| Hospital | Patient bed-days per month |
| Restaurant | Covers (meals served) per evening |
Capacity is not fixed — it can be increased through investment (new machinery, larger premises) or decreased through disinvestment. In the short run, capacity can be adjusted to some extent through overtime, temporary workers, or subcontracting.
Capacity utilisation measures the proportion of a business's total capacity that is actually being used. It is expressed as a percentage.
Formula:
Capacity Utilisation = (Actual Output ÷ Maximum Possible Output) × 100
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