The company ABC, L.C. manufactures some products with an average sales price of € 25/unit, with fixed annual costs of € 110,000. The average unit variable costs are € 5.
1.a) At what volume of production will the threshold of profitability be reached?
b) Assuming that annual sales are estimated at 20,000 units, being the distribution evenly over a year, on what date will the break-even point be reached?
c) What would be the sales value or turnover corresponding to the threshold of profitability?
2. The company Derabel, S.A. is considering buying a new machine for its production process. This project means an initial cost of € 200,000 and the machine is estimated to have a useful life of 5 years. The maximum productive capacity of the machine is 200,000 units per year. However, the first year it is expected that the activity will be 70% of the maximum installed capacity, reaching 100% from the second year.
During the first year, the unit sales price will be € 2.50, the unit variable cost € 1.50 and the fixed annual cost € 60,000, resulting in cumulative yearly increases of 4% in the price of the product sale, 3% on variable costs and 2% on fixed costs.
Also, it is assumed that:
With the above data, determine the Net Cash Flows after taxes of the project described above. Calculate the net absolute return.
3. An investment requires an initial disbursement of € 2,500,000 and the duration of the project is 3 years, in the first of which it generates a cash flow of € 1,500,000, in the second € 3,700,000 and the third € 4,100,000.
Calculate the Net Present Value of the investment, knowing that inflation is 3% cumulative annually and that the required profitability in the absence of inflation is 8%.
Calculate the actual internal rate of return of the previous investment.
4. We know the following data of the company Perfilados, S.A:
It bought and consumed 105,000 in raw materials for the manufacture of its product and, on average, maintained a stock level of them in the stock of € 9,250. Calculate the average storage period.
Calculate the average storage period.
The cost of its annual production is € 198,000, and the average value of the products under development is € 11,000. Calculate the average manufacturing period.
Taking into account that the company exclusively sold all its annual production and that the average value of its stock in finished goods warehouse was € 18,500, it calculates its average sales period.
Assuming that the company sold its products for an amount of € 290,000 and that the customers had on average a debt with the company of € 17,000, it calculates the average collection period.
With data obtained in the previous points it calculates the average period of economic maturity of Perfilados S.A.