AO2: Investigate the key elements of financial planning that managers and entrepreneurs must understand Recap. What is meant by the following terms: Fixed.

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Presentation transcript:

AO2: Investigate the key elements of financial planning that managers and entrepreneurs must understand Recap. What is meant by the following terms: Fixed costs Variable costs Semi-variable costs Total costs Revenue? Draw a line to represent each term on a graph. Break-even

Break-even In this topic you will learn about break-even: how break-even is calculated contribution uses of break-even

Why might it take time for an airline to reach break-even? Break-Even Analysis Break-even is the point at which a business is not making a profit or a loss i.e. it is just breaking even At this point total costs must be the same as total revenue TR = TC Break-even output is the number of items that a business must sell to reach this point Before reaching break-even a business is operating at a loss After reaching break-even each additional unit sold will contribute towards profit Why might it take time for an airline to reach break-even? http://www.bbc.co.uk/news/world-europe-guernsey-28672481 Guernsey States-owned Aurigny 'to break even by 2016'

Total Contribution and Contribution per unit What does the word contribution mean? when we contribute we give towards something In business each time a product is sold or service provided what does the money generated contribute towards? it has to firstly pay for its own variable costs and then contribute towards the fixed costs until there are enough contributions to cover all the fixed costs the business can not start to make a profit Each time an item is sold the difference between the selling price and the variable cost is contributed towards the fixed cost The business has to keep putting this excess, the contribution, towards fixed costs until they are all paid off

Total contribution and Contribution per unit Contribution per unit is the difference between selling price per unit and variable cost per unit i.e. how much is left to contribute Firstly to fixed costs and secondly to profit Contribution = selling price – variable cost If I sell t-shirts at £11.50 and each one costs me £4.00 to make then from each item sold I have a contribution of £7.50 (SP £11.50 – VC £4.00) Total contribution is the difference between total sales revenue and total variable costs If I sell 100 t-shirts total sales revenue is (100 x £11.50) £1150 and total variable cost is (100 x £4.00) £400 Therefore total contribution is £1150 - £400 = £750 Give 3 examples of variables costs of the t-shirts.

Calculation of Break-Even Output Contribution per unit can be used to calculate break-even Contribution = selling price – variable costs Fixed cost / contribution = break-even point The fixed costs to manufacture the t-shirts is £15 000 Contribution = £11.50 - £4.00 = £7.50 £15 000 / £7.50 = 2000 The business would have to sell 2000 t-shirts to break even Give 3 examples of fixed costs of the t-shirts. How much profit will the business make if it sells 2001 t-shirts?

Practise question Fixed costs = £60 000 Variable costs = £6.50 Selling price = £25.25 Sales 4000 units What is the contribution per unit? What is the total contribution? What is the break-even level of output? 3200

Calculation of Break-Even Output Break-even is where neither a profit or a loss is being made (TC = TR) No of t-shirts 1 000 2 000 3 000 Fixed costs 15 000 Variable costs 4 000 8 000 12 000 Total costs 19 000 23 000 27 000 Total revenue 11 500 34 500 Loss/profit (15 000) (7 500) 7 500

Margin of safety Margin of safety is how much actual output is above the break-even level of output Calculated as: Actual output level – break-even level of output T-shirts break-even = 2000 t-shirts Assume output = 3000 t-shirts Margin of safety = 1000 t-shirts

Break-Even charts An alternative to calculating break-even via contribution is to plot the lines on a break-even chart This makes it easy to see where the break-even point is i.e. where total costs = total revenue Break-even point should be read off the horizontal axis and therefore expressed as a number of units e.g. 2000 t-shirts http://www.bbc.co.uk/news/uk-england-london-30956099 Night Tube 'won't break even until 2033' says TSSA union Why will it take so long for the night tube to break-even?

Break-Even Charts – fill in the gaps and draw each line Fixed costs stay the same and are therefore a _________________ line Variable costs change in relation to the number of items produced and therefore start at ________ and slope __________

Break-Even Charts – fill in the gaps and draw each line Total costs are ____________ = ______________ and therefore start at the point of ______________ and then slope ____________ at the same gradient as ________________ Total Revenue increases with the amount of units sold and therefore starts at ______ and slopes ________ You can put the cost and revenue lines together to find the break-even point. The important 2 lines being total costs (TC) and total revenue (TR).

Break-even Charts TR Costs and revenues £ Units TC VC FC

Break-even Charts TR TC Costs and revenues £ Break-even point FC Units TC Break-even point FC Break-even output

Using Break-even Charts Break-even charts can also be used to read off the loss or profit that would be experienced at different levels of sales TR TR3 TR3 >TC3 = Profit TC TC3 TC2 = TR2 = BEP TC1 TC1>TR1 = Loss TR1 £ costs/revenues Q1 Q2 Q3 Output

Break-even Chart t-shirts What is the loss at 1000 units? What is the profit at 3000 units?

break-even and consider the uses in more detail in presentation 9. Uses of break-even Uses of break-even include: Set targets for minimum sales Show to potential investors to illustrate ability to potentially make a profit Assess impact of changing variables e.g. what will happen if a business lowers price in response to a new competitor Calculate profit and loss at different levels of output You will revisit break-even and consider the uses in more detail in presentation 9.

Break-even In this topic you have learnt about break-even: how break-even is calculated contribution uses of break-even