• We are pleased to announce that the winner of our Feedback Prize Draw for the Winter 2024-25 session and winning £150 of gift vouchers is Zhao Liang Tay. Congratulations to Zhao Liang. If you fancy winning £150 worth of gift vouchers (from a major UK store) for the Summer 2025 exam sitting for just a few minutes of your time throughout the session, please see our website at https://www.acted.co.uk/further-info.html?pat=feedback#feedback-prize for more information on how you can make sure your name is included in the draw at the end of the session.
  • Please be advised that the SP1, SP5 and SP7 X1 deadline is the 14th July and not the 17th June as first stated. Please accept out apologies for any confusion caused.

Module 12 query

A

ayushi17

Member
Explain why training might be underprovided in a free market economy. Explain and illustrate the effect of a subsidy equal to the marginal external benefit being given to the training providers.

This is Q3B.36. I am not able to understand the answer given in Course notes. :confused: Can anyone please explain.:eek: :eek:
 
In a free market, the level of training provided will be where demand (which reflects the marginal private benefit (MB) to the firms buying the training) is equal to supply (which in a perfectly competitive market, will equal the marginal private cost (MC) of the firms supplying the training), ie at Q1.

However, this will be below the social optimum, where social welfare is maximised, which occurs where the marginal social benefit (MSB) is equal to the marginal social cost (MSC) of training, ie at Q2. This is due to the external benefit of training to society, which means that the MSB is greater than the MB.

In order to correct for this, the government can provide a subsidy to suppliers equal to the value of the marginal external benefit at Q2. This has the effect of reducing the MC of suppliers by the amount of the subsidy, ie shifting the supply = MC curve vertically downwards by the amount of the subsidy, so that it now cuts the demand = MB curve at Q2. Hence, the social optimum of Q2 is obtained.
 
Back
Top