MRP is the extra revenue a firm earns by hiring one more unit of labour. Think of it as the “bonus money” a worker brings to the business.
Mathematically: \$\text{MRP} = \text{MP} \times \text{MR}\$
🔍 Firms decide how many workers to hire by comparing MRP to the wage. If MRP > wage, hiring more workers increases profit. If MRP < wage, hiring reduces profit.
📈 In a competitive market, firms hire until MRP equals the wage, ensuring resources are used efficiently.
Example: If the 4th barista adds 10 cups of coffee per hour, MP = 10 cups.
Example: If each cup sells for \$2, MR = \$2.
| Worker # | Output (cups/hr) | MP (cups) | Price ($/cup) | MR ($) | MRP ($/hr) | Wage ($/hr) |
|---|---|---|---|---|---|---|
| 1 | 30 | 30 | $2 | $2 | $60 | $50 |
| 2 | 55 | 25 | $2 | $2 | $50 | $55 |
| 3 | 70 | 15 | $2 | $2 | $30 | $45 |
🔎 Notice how the 3rd barista’s MRP (\$30) is less than the wage (\$45). The shop should stop hiring after the 2nd barista.
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Key point: MRP = MP × MR. Remember to calculate MP first (difference in output), then multiply by the price (MR).
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When to hire? Hire until MRP ≥ wage. If MRP < wage, stop hiring.
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Common exam trick: They may give you total output and ask for MP. Use the difference between successive workers.
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Remember: In a perfectly competitive labour market, firms hire until MRP = wage. In a monopsony, the firm may hire less because it faces a higher marginal cost of labour.
📌 Tip: Draw a quick table or graph to visualise MRP and wage comparison. It saves time and reduces errors.