Published by Patrick Mutisya · 14 days ago
Production refers to the total quantity of goods or services that a firm creates in a given period of time. It is measured in physical units (e.g., tonnes of wheat, number of shirts, megawatt‑hours of electricity). Production is a stock concept – it tells us “how much” has been produced.
Productivity measures the efficiency with which inputs are turned into output. It is a rate concept – it tells us “how much output per unit of input”. Higher productivity means the same amount of input yields more output, or the same output can be produced with fewer inputs.
\$AP = \frac{TP}{\text{Quantity of Input}}\$
\$MP = \Delta TP / \Delta \text{Input}\$
\$\text{Labour Productivity} = \frac{TP}{\text{Labour Hours}}\$
\$\text{Capital Productivity} = \frac{TP}{\text{Capital Stock}}\$
| Aspect | Production | Productivity |
|---|---|---|
| Definition | Total quantity of output produced. | Output per unit of input (efficiency). |
| Measurement | Physical units (e.g., units, tonnes, litres). | Ratio (e.g., units per worker, \$TP/L\$). |
| Focus | Scale of operation. | How effectively resources are used. |
| Implication for Costs | Higher production can raise total cost. | Higher productivity lowers average cost. |
| Typical Indicator | Total Product (TP). | Average Product (AP) or Marginal Product (MP). |
Suppose a factory produces 5,000 units of product using 250 labour hours.
Labour productivity is calculated as:
\$\text{Labour Productivity} = \frac{5{,}000\ \text{units}}{250\ \text{hours}} = 20\ \text{units per hour}\$
If the firm introduces a new machine and output rises to 6,000 units while labour hours remain at 250, the new productivity becomes:
\$\text{New Labour Productivity} = \frac{6{,}000}{250} = 24\ \text{units per hour}\$
This illustrates that productivity can increase even if the total amount of labour used does not change.