Summary

Summary Producion fuction and cost functions

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Course
ECON1010 (ECON1010)

Institution
Trent University (TrentU )

These notes provide a comprehensive overview of key concepts in the area of Production and Costs within microeconomics. They are structured into four main sections: Production Functions (Short-Run and Long-Run), Isoquants and Isocosts, Cost Functions (Total, Average, and Marginal Costs), and Econom...

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Uploaded on June 14, 2024
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Written in 2023/2024
Type Summary

isoquants and isocosts
marginal cost
average costs
economies of scale
production functions short run and long run

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Production and Costs

Understanding production and costs is crucial in microeconomics, as it helps explain
how firms make decisions about resource allocation and output levels to maximize
profits.

Production Functions (Short-Run and Long-Run)

Production Function:
- A production function describes the relationship between inputs (factors of
production like labor and capital) and the resulting output. It is expressed as $ Q =
f(L, K) $, where $ Q $ is the quantity of output, $ L $ is labor, and $ K $ is capital.

Short-Run Production Function:
- In the short run, at least one factor of production is fixed. Typically, capital is
considered fixed, and labor is variable. The short-run production function shows how
output changes as the variable input (labor) changes, holding capital constant.
- **Law of Diminishing Returns:** In the short run, as more units of a variable input
are added to a fixed input, the additional output (marginal product) from each
additional unit of the variable input eventually decreases.

Long-Run Production Function:
- In the long run, all factors of production are variable. Firms can adjust all inputs to
find the most efficient production method.
returns to Scale: This concept describes how output changes in response to
proportional changes in all inputs:
Increasing Returns to Scale: Output increases more than proportionally to an
increase in all inputs.
Constant Returns to Scale: Output increases proportionally to an increase in all
inputs.
Decreasing Returns to Scale: Output increases less than proportionally to an
increase in all inputs.

Isoquants and Isocosts

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