Chapter 04 – Fundamentals of Cost Analysis for Decision Making
4-14
• Microsoft Excel’s Solver function can be used to find the optimal product mix when
there are constraining resources.
LO 4-5 Understand the theory of constraints.
♦ Theory of constraints (TOC) focuses on revenue and cost management when faced with
bottlenecks, defined as operations where the work required limits production.
• Dependencies among multiple parts and processes to produce goods give rise to
bottlenecks as the constraining resources.
• Maximizing the output of the constrained resources is the best route to increased
marginal revenues.
• The three components in the theory of constraints are
(1) throughput contribution: sales dollars minus direct materials costs and other
variable costs such as energy and piecework labor,
(2) investments: inventories, equipment, buildings, and other assets used to generate
throughput contribution, and
(3) other operating costs: all operating costs other than direct materials and other variable
costs incurred to earn throughput contribution, including most salaries and wages,
rent, utilities, and depreciation.
• The theory of constraints assumes a short-run time horizon and considers only materials,
purchased parts, piecework labor, and energy to run machines to be variable; everything
else is assumed fixed and will be expensed in the period in which they are incurred.
• The objective of the theory of constraints is to maximize throughput contribution while
minimizing investments and other operating costs, therefore maximizing the contribution
margin per unit of the constraining resource.
Example 3: The following illustrates the manufacturing process in a factory. Every unit
of the finished product has to go through three departments as identified by the
machines used, A, B, and C. There are three “A” machines (capacity: 1,200 units each
per hour), one “B” machine (capacity: 3,000 units per hour), and two “C” machines
(capacity: 1,600 units each per hour).