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فيديو شرح Theory of Constraints and Bottlenecks. TOC. Cost Accounting Course. CPA Exam BAR. CMA Exam ضمن كورس محاسبة التكاليف شرح قناة Farhat Lectures. The # 1 CPA & Accounting Courses، الفديو رقم 37 مجانى معتمد اونلاين
What is the theory of constraints and how do you manage a bottleneck? In this cost accounting lesson for CPA BAR and CMA candidates, Professor Farhat explains how to maximize profit when a resource is constrained — prioritizing products by contribution margin per unit of the constrained resource rather than per unit of product — with worked examples for machine time and material shortages. Ideal for cost and managerial accounting students.
Try it free at farhatlectures.com — interactive exercises, lectures, simulations, cases, multiple choice, and AI tools for CPA, CMA, EA and students.
Video Timeline & Key Concepts:
0:00 — Introduction
0:45 — Defining a bottleneck or constraint
1:25 — The goal: maximize production and sales
1:50 — Strategy: contribution margin per unit of the constraint
3:23 — Example: machine processing time as the constraint
7:20 — Example: material shortage shifts the constraint
9:48 — Conclusion: making the best use of the constrained resource
Frequently Asked Questions:
What is the theory of constraints?
The theory of constraints is a management approach that focuses on identifying the bottleneck that limits a system’s output and managing production around it. Because the system is only as strong as its weakest link, improving the constraint improves overall performance.
What is a bottleneck?
A bottleneck is any resource that limits production capacity, such as limited machine time, labor, or materials. It determines the maximum output the system can achieve until the constraint is relieved.
How do you decide which products to make when a resource is constrained?
You rank products by their contribution margin per unit of the constrained resource, not by contribution margin per unit of product. Producing the items that generate the most contribution per unit of the scarce resource maximizes total profit.
Why is contribution margin per unit of the constraint important?
When capacity is limited, the scarce resource is what caps profit, so profitability should be measured against that resource. A product with a lower margin per unit can be more profitable if it uses far less of the constrained resource.
What happens when the constraint shifts to a different resource?
If the limiting resource changes, for example from machine time to materials, the product priorities change because contribution margin must be evaluated per unit of the new constraint. The ranking is recalculated around whatever resource is now scarce.
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