Break-Even Point Q = Fixed Cost / (Unit Price - Variable Unit Cost)
M.O.S
£77571
A business achieves a break-even position when its accumulated contribution margin -- sales revenues less all costs directly associated with those sales -- equals the fixed costs of running the business. This situation is known as the break-even point, when a business is covering its costs but making neither a profit nor a loss. Once this point is reached, each additional unit sale produces a profit for the business. To establish at what point it will break even, a business must accurately determine the nature and extent of its costs (Brentani, 2004, p. 64).
The above table shows the breakeven analysis of the Business Plus Inn. The breakeven point of the company is 10566 customers per year. The company currently is able to attract more customer than its breakeven point and covering all its variable and fixed expense. Moreover, BPI is also making some profit after recovering all its expenses.
Break even analysis helps with studying the relationship between returns, variable costs and fixed costs. It will help BPI with calculating the volume of production at a specified price necessary to cover all related costs. Fixed costs are business expenses, such as capital, that do not change and bear no direct relationship to the production level. Variable costs, on the other hand, are expenses that change in relation to output volume (Brigham, 2008, p. 36).
Task three
Investment appraisal
Investment appraisal "is of fundamental importance" for several reasons. The investment usually involves committing substantial resources. The decision requires an understanding of the feasibility of both strategic and tactical objectives. Understanding the relative risk depends upon an analysis of cash flows using a range of probabilities, such as different inflation rates (Charles, 2006, p.61).
Health SPA
Year
0
1
2
3
4
Investment (outflow)
-155000
Cash Inflows
£40000
£52500
£57500
£55000
Profit
£35000
£40500
£43500
£31500
Present value (cash flows)
-155000
36363.64
43388.43
43200.6
37565.74
Net Present value
£5518
Accounting rate of return
0.243
Payback Period
3.1
years
IRR
1%
Kitchen refurbishment
Investment (outflow)
-120000
Cash Inflows
£37000
£43500
£42500
£42500
Profit
£30000
£31500
£37000
£38000
Present value (cash flows)
-120000
36363.64
43388.43
43200.6
37565.74
Net Present value
£40518
Accounting rate of return
0.284
Payback Period
2.93
years
IRR
13%
Net present value
Net present value is an analysis method that discounts future dollars back to today's current value. The formula involves several pieces of information that allow a business to make informed decisions when reviewing several different projects. A few distinct advantages and disadvantages exist when a company decides to use net present value as its project selection tool (Friedlob & Schleifer, 2003, p. 45).
The NPV for two projects is shown in the above ...