2. |
(a) |
Discuss briefly the process of managing change effectively. |
8 |
|
(b) |
Explain Balanced Scorecard and its perspectives. |
8 |
3. |
A Company presently sells an equipment for Rs. 35,000. Increase in price of labour and material cost are anticipated to the extent of 15% and 10% respectively in the coming year. At present material cost represents 40% of cost and sales and labour cost 30% of cost sales. The remaining relate to overheads. If the existing selling price is retained, despite the increase in labour and material prices, the company would face a 20% decrease in the existing amount of profit on the equipment.
You are required to arrive at a selling price so as to give the same percentage of profit on increased cost of sales, as before. Prepare a statement of proft/loss per unit, showing the new selling price and cost per unit in support of your answer. |
16 |
4. |
(a) |
What is Transfer Price? Briefly state the importance of Transfer Pricing System. |
2+4 |
|
(b) |
A company has two divisions. Division 'A' and Division 'B'. Division 'A' has a Budget of selling 2,00,000 nos. of a particular component 'X' to fetch a return of 20% on the average assets employed.
The following particulars of Division 'A' are also known.
Fixed Overhead Variable Cost Average Assets Sundry Debtors Inventories Plant & Equipments | : :
: : : | Rs. 5 lakhs Rs. 1 per unit
Rs. 2 lakhs Rs. 5 lakhs Rs. 5 lakhs |
|
10 |
|
|
However, there are certain constraints in marketing and only 1,50,000 units of the component 'X' can be directly sold to the market at the proposed price. It has been gathered that the balance 50,000 units of component 'X' can be taken up by Division 'B'. Division 'A' wants a price of Rs. 4 per unit of 'X' but Division 'B' is prepared to pay Rs. 2 per unit of 'X'. |
|
|
|
Division 'A' has another option on hand, which is to produce only 1,50,000 units of component 'X'. This will reduce the holding of assets by Rs. 2 lakhs and fixed overhead by Rs. 25,000.
You are required to advise the most profitable course of action for Division 'A'. |
|
5. |
(a) |
An animal feed company must produce 200 kg. of a mixture consisting of ingredients X and Y daily. X costs Rs. 3 per kg. and Y Rs. 8 per kg. No more than 80 kgs. of X can be used and at least 60 kgs. of Y must be used. Formulate the problem as a Linear Programming Model. |
6 |
|
(b) |
Customers arrives at a one-window drive-in bank according to a poisson distribution with mean 10 per hour. Service time per customer is exponential with mean 5 minutes. The space in front of the window, including that for the serviced car can accommodate a maximum of 3 cars. Other cars can wail outside this space.
(a) | What is the probability that an arriving customer can drive directly to the space in front of the window? |
(b) | What is the probability that an arriving customer will have to wait outside the indicated space? |
(c) | How long is an arriving customer expected to wait before starting service? |
|
4+4+2 |