Theory of Constraint - Managerial Accounting

The video tutorial explains decision-making in manufacturing using the theory of constraints. It highlights the importance of maximizing contribution margin per unit of constrained resource. An example scenario is provided where a company must fulfill product orders with limited machine hours. The tutorial guides viewers through calculating contribution margins and determining the optimal production order to efficiently use resources and meet customer demand.

What is the primary focus of the theory of constraints in manufacturing?

• Increasing employee productivity

• Maximizing contribution margin per unit of constrained resource

• Minimizing production time

• Maximizing sales price

Why is it important not to produce more than the customer demands?

• To reduce production costs

• To avoid excess inventory

• To increase machine efficiency

• To maximize sales revenue

How is the contribution margin per unit calculated?

• Sales price minus fixed costs

• Sales price minus variable costs

• Variable costs minus sales price

• Fixed costs minus sales price

If a product has a contribution margin of $5 and takes 1 hour to produce, what is its contribution margin per machine hour?

• $2.50

• $5.00

• $10.00

• $20.00

Which product size should be prioritized based on contribution margin per machine hour?

• Small

• All sizes equally

• Medium

• Large

How many units of the large product can be produced with 200 machine hours if each unit takes 4 hours to produce?

• 25 units

• 50 units

• 100 units

• 200 units

What is the total number of machine hours used to produce 400 small units if each takes 0.25 hours?

• 50 hours

• 400 hours

• 200 hours

• 100 hours