Formula

Average Cost Decomposition for a Linear Cost Function

The average cost (AC) for a firm with a linear cost function can be derived by dividing the total cost function, C(Q)=F+cQC(Q) = F + cQ, by the quantity of output, Q. The derivation is as follows: AC(Q)=C(Q)Q=F+cQQ=c+FQAC(Q) = \frac{C(Q)}{Q} = \frac{F+cQ}{Q} = c + \frac{F}{Q}. This final expression shows that the average cost is composed of two parts: the constant marginal cost (c) and the average fixed cost (F/Q).

0

1

Updated 2025-08-27

Contributors are:

Who are from:

Tags

Social Science

Empirical Science

Science

Economy

CORE Econ

Economics

Introduction to Microeconomics Course

The Economy 2.0 Microeconomics @ CORE Econ

Ch.7 The firm and its customers - The Economy 2.0 Microeconomics @ CORE Econ

Related
Learn After