Published by Patrick Mutisya · 14 days ago
Understand how trade unions influence wage determination and evaluate the factors that affect their relative bargaining power.
A trade union is an organised group of workers that seeks to protect and promote the economic interests of its members, primarily through collective bargaining with employers.
The wage that a worker receives can be expressed as:
\$ w = w{m} + \Delta w{u} \$
where:
The ability of a union to secure higher wages depends on a range of internal and external factors. These are summarised in the table below.
| Factor | Explanation | Impact on Bargaining Power |
|---|---|---|
| Membership Density | Proportion of workers in an industry who are union members. | Higher density → stronger collective voice. |
| Skill Level of Workers | Specialised or scarce skills increase worker indispensability. | Skilled workers → greater leverage. |
| Availability of Substitute Labour | Ease with which employers can replace striking workers (e.g., through automation or temporary staff). | More substitutes → weaker bargaining position. |
| Legal Framework | National laws governing union rights, strike legality, and collective bargaining. | Supportive laws → enhanced power; restrictive laws → reduced power. |
| Economic Conditions | Overall unemployment rate and business profitability. | High unemployment → lower power; booming economy → higher power. |
| Public Opinion & Media | Societal attitudes towards unions and coverage of industrial action. | Positive perception can pressure employers; negative perception can undermine union demands. |
| Union Resources | Financial assets, legal expertise, and organisational capacity. | Well‑resourced unions can sustain longer disputes and negotiate more effectively. |
Consider a manufacturing sector where the equilibrium market wage is $10 per hour. A strong union with high membership density and skilled workers negotiates a 20 % wage premium.
\$ w = 10 + 0.20 \times 10 = 12 \text{ dollars per hour} \$
In contrast, if the same sector experiences a rise in unemployment and the union’s membership falls, the premium might shrink to 5 %:
\$ w = 10 + 0.05 \times 10 = 10.5 \text{ dollars per hour} \$