A company manufactures a machine. The machine is made from two types of raw material and is assembled in a factory using skilled labour. The engine for the machine is purchased from an outside supplier.
The following costs relate to the manufacture of one machine:

What is the finished goods inventory valuation for one machine using throughput costing?

RT produces two products from different quantities of the same resources using a just-in-time (JIT) production system. The selling price and resource requirements of each of the products are shown below:

Market research shows that the maximum demand for products R and T during June 2010 is 500 units and 800 units respectively. This does not include an order that RT has agreed with a commercial customer for the supply of 250 units of R and 350 units of T at selling prices of $100 and $135 per unit respectively. Although the customer will accept part of the order, failure by RT to deliver the order in full by the end of June will cause RT to incur a $10,000 financial penalty. At a recent meeting of the purchasing and production managers to discuss the production plans of RT for June, the following resource restrictions for June were identified: Direct labour hours 7,500 hours Material A 8,500 kgs Material B 3,000 litres Machine hours 7,500 hours (Refer to previous 2 questions.) You have now presented your optimum production plan to the purchasing and production managers of RT. During your presentation it became clear that the predicted resource restrictions were rather optimistic. In fact, the managers agreed that the availability of all of the resources could be as much as
10% lower than their original predictions.
Assuming that RT completes the order with the commercial customer, and using linear programming, show the optimum production plan for RT for June 2010 on the basis that the availability of all resources is 10% lower than originally predicted.

The marketing director of a company is deciding which of three products to launch into a new market.
The following table of possible outcomes has been prepared.

What is the value of perfect information about market conditions?
Give your answer as a whole number to the nearest $ million.

A university is trying to decide whether or not to advertise a new post-graduate degree programme. The number of students starting the programme is dependent on economic conditions. If conditions are poor, it is expected that the programme will attract 40 students without advertising. There is a 60% chance that economic conditions will be poor. If economic conditions are good it is expected that the programme will attract only 20 students without advertising. There is a 40% chance that economic conditions will be good.
If the programme is advertised and economic conditions are poor, there is a 65% chance that the advertising will stimulate further demand and student numbers will increase to 50. If economic conditions are good, there is a 25% chance the advertising will stimulate further demand and numbers will increase to 25 students.
The profit expected, before deducting the cost of advertising, at different levels of student numbers are as follows:

The cost of advertising the programme will be $15,000.
Required:
Demonstrate, using a decision tree, whether the programme should be advertised.

The inventory level of Product Y has reduced by 40 units over a single period. The cost card for Product Y is as follows:

The profit for Product Y using marginal costing is $26,000.
If the company used absorption costing, what would the profit for Product Y be?
Give your answer to the nearest whole $.