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Printable Handouts
Navigable Slide Index
- Introduction
- The production function
- Isoquants
- Isoquants - graphical representation
- Properties of isoquants
- MRTS
- Isocost lines
- Isocost lines - graphical representation
- Optimality
- The expansion path
- The edgeworth box
- General equilibrium and pareto efficiency
- The contract curve
- First and second fundamental welfare theorems
- Thank you
This material is restricted to subscribers.
Topics Covered
- Production function
- Isoquants
- Marginal rate of technical substitution (MRTS)
- Isocost lines
- Edgeworth Box
- General equilibrium
Talk Citation
Ramesh, S. (2018, October 31). Firm optimisation [Video file]. In The Business & Management Collection, Henry Stewart Talks. Retrieved November 23, 2024, from https://doi.org/10.69645/QQFD6958.Export Citation (RIS)
Publication History
Other Talks in the Series: Introduction to Microeconomics
Transcript
Please wait while the transcript is being prepared...
0:00
Hi, I'm Dr. Sangaralingam Ramesh.
In this talk, we'll be discussing Firm Optimisation,
how firms optimize their production and seeking
to answer the question of how do firms optimize their behavior?
0:14
So, in order to discuss firm production behavior,
we need to define the production function.
In this case, the production function can be represented
mathematically by Y as a function of capital,K, and labour, L.
The production function is a mathematical technical relationship between
the quantities of capital, K, and the quantities of
labour, L, used to produce a specific level of output, Y.
In this case, the level of output,Y, is the maximum output which can
be produced for a given combination quantity of capital, K, and labour, L,
using a given level of technology.
It is a purely mathematical or technical relationship.
The same output, however, could not be produced with fewer resources.
Economists, also, assume that production is technologically efficient.
In other words, the maximum level of output can be produced for
a specific combination of capital, K, and labor, L, for a given level of technology.
However, when we consider the production function,
economists, also, make a distinction between the short run and long run.
So, in the context of a firm's production in the short run,
it is assumed that the firms can vary the quantity of
labor used in production, but not the quantity of capital used in production.
In this case, we can think of capital, K, as the number of machines in
the factory or the number of factories which the firm operates.
Simply, because in a short time period the firm is
unable to negotiate contracts with the suppliers of machines to buy
more machines and neither can it negotiate with
construction companies and landowners to buy land and build new factories.
So, we assume in the short run that capital, K, is constant but,
the firm can hire as many workers, represented by L, as possible.
However, in the long run,
a longer period of time,
economists assert that the firm is able to change both factors capital, K,
the number of machines and factories available and used in
production as well as the quantity of labor, L, used in production.