2.2 FINANCIAL PLANNING

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2.2.1 SALES FORECASTING

SALES FORECASTING

Sales forecasting is a crucial part of business planning.

The sales forecast forms the basis for most other common parts of business planning:

  • Human resource plan: how many people we need linked with expected output
  • Production / capacity plans
  • Cash flow forecasts
  • Profit forecasts and budgets
  • Part of regular competitor analysis and helps to focus market research
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2.2.1 SALES FORECASTING

KEY FACTORS AFFECTING THE ACCURACY AND RELIABILITY OF SALES FORECASTS

Sales forecasting requires a subjective judgement about an uncertain future. So it is inevitable that actual sales will differ from those forecast.

Key factors that create this variability include:

  • Consumer trends
    • Demand in many markets changes as consumer tastes & fashions change
    • Affects both overall market demand & the market shares of existing competitors
  • Economic variables
    • Demand often sensitive to changes in variables such as exchange rates, interest rates, taxation etc.
    • Overall strength of the economy (GDP growth) also important
  • Competitor actions
    • Hard to predict, but often significant reason why sales forecasts prove over-optimistic
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2.2.1 SALES FORECASTING

CIRCUMSTANCES WHERE SALES FORECASTS ARE LIKELY TO BE INACCURATE

The situations where actual sales are most likely to be significantly different from the sales forecast include:

  • Business is newa startup (notoriously difficult to forecast sales)
  • Market subject to significant disruption from technological change
  • Demand is highly sensitive to changes in price and income (elasticity)
  • Product is a fashion item
  • Significant changes in market share (e.g. new market entrants)
  • Management have demonstrated poor sales forecasting ability in the past!
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2.2.2 SALES, REVENUE AND COSTS

SALES VOLUME AND SALES REVENUE

  • Sales volume and sales revenue
  • Sales volume is the amount of sales expressed as a number of units sold
  • e.g. 20 tonnes of wool
  • Sales revenue is the amount of sales expressed as the total sum of money spent by consumers
  • e.g. £3 million expenditure on clothing
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2.2.2 SALES, REVENUE AND COSTS

SALES VOLUME AND SALES REVENUE

  • Sales volume can be calculated as:
  • Sales revenue / selling price
  • A company has sales revenue of £50 000
  • Selling price is £2.50
  • Sales volume = £50 000/£2.50 = 20 000 units
  • Sales revenue can be calculated as:
  • Selling price x quantity sold
  • A company sells 20 000 units
  • Selling price is £2.50
  • Sales revenue = £2.50 x 20 000 = £50 000
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2.2.2 SALES, REVENUE AND COSTS

REVENUE

  • Revenue is the money coming in from the sale of goods and services
  • Revenue = Selling price x quantity sold
  • If a business sold 20 000 units at a selling price of £15
  • Revenue = £15 x 20 000 units = £300 000
  • Revenue increases with the amount of units sold and therefore starts at 0 and slopes upwards when shown on a graph

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2.2.2 SALES, REVENUE AND COSTS

FIXED AND VARIABLE COSTS

  • Fixed costs stay the same regardless of output e.g. rent and manager’s salaries
  • Fixed costs also include interest on bank loans
  • A business borrows £30 000
  • The annual rate of interest is 7.5%
  • £30 000 x 0. 075 = £2250
  • The business has a fixed interest payment of £2250 per annum
  • Fixed costs are shown as a straight horizontal line when shown on a graph

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2.2.2 SALES, REVENUE AND COSTS

VARIABLE COSTS

  • Variable costs change in relation to the number of items produced e.g. raw materials
  • Variable costs per unit or average variable costs (AVC) are multiplied by the number of units to calculate total variable costs (TVC)
  • AVC x Q =TVC
  • Variable costs start at zero and slope upwards when shown on a graph

(http://textbook.stpauls.br/Economics/Business_Textbook/Operations_management_student/images/pic056.gif)

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2.2.2 SALES, REVENUE AND COSTS

TOTAL COSTS

  • Total costs are fixed costs plus total variable costs
  • TC = FC + TVC
  • Total costs start at the fixed cost point on the y axis and slope upwards parallel to the variable cost line

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2.2.3 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
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2.2.3 BREAK-EVEN

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
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2.2.3 BREAK-EVEN

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
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2.2.3 BREAK-EVEN

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
  • Fixed cost / contribution = break-even point
  • £15 000 / £7.50 = 2000
  • The business would have to sell 2000 t-shirts to break even
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2.2.3 BREAK-EVEN

CALCULATION OF BREAK-EVEN OUTPUT

  • Break-even is where neither a profit or a loss is being made (TC = TR)

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2.2.3 BREAK-EVEN

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
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2.2.3 BREAK-EVEN

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

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2.2.3 BREAK-EVEN

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

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2.2.3 BREAK-EVEN

CHANGING VARIABLES

  • Businesses should treat break-even with a degree of caution
  • It is based on the assumption that costs and revenues will be static, in reality this is not true
  • Variables can change for the better or worse
  • What variables might change?
    • Fixed costs
      • Landlord puts rent up
      • Bank changes interest rates
      • Management want pay increase
    • Variable costs
      • Raw materials change in price
      • Minimum wage is increased
      • Utility companies change price
    • Selling price
      • New competition enters the market
      • Positive word of mouth puts demand up
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2.2.3 BREAK-EVEN

STRENGTHS AND WEAKNESSES OF BREAK-EVEN

STRENGTHS

  • Allows businesses to calculate the minimum number of sales needed before starting to make a profit and therefore for see if a venture is viable
  • Can calculate the level of profit or loss at different levels
  • Can predict the outcome of changing variables
  • Aids decision making

WEAKNESSES

  • Is based on predicted costs and revenues
  • Even fixed costs can vary in reality, especially in the long run
  • Ignores changes in variable costs or selling price as items are bought or sold in larger quantities
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2.2.4 BUDGETS

BUDGETS

  • Budgets are forecasts or plans for the future finances of a business
  • These can be for the business as a whole or set for specific functions e.g. a marketing budget
  • Budgets can be:
  • Income
  • Expenditure
  • Profit
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2.2.4 BUDGETS

THE PURPOSE OF SETTING BUDGETS

  • Provides a quantifiable target, that can be communicated to interested parties, against which actual outcomes can be measured
  • e.g.
  • Are sales targets being achieved?
  • Are managers keeping expenditure under control?
  • Is the businesses operating efficiently to achieve profit targets?
  • Helps with planning and forecasting to inform decision making
  • e.g.
  • What are this year’s priorities?
  • Where were budgets met or missed in previous years?
  • Where can cuts be made or extra funds channelled?
  • Motivates budget holders due to increased responsibility
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2.2.4 BUDGETS

BUDGETS

  • Income budgets
  • a target set for the amount of revenue to be achieved in a set time period
  • can be split by products, services or departments
  • may be translated into individual sales targets for staff
  • informed by market research and sales forecasts
  • informs predicted cash inflows in the cash flow forecast
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2.2.4 BUDGETS

BUDGETS

  • Expenditure budgets
  • a limit placed on the amount to be spent in a given period of time
  • can be split by department, function or product
  • responsibility can be passed to individual managers
  • a separate expenditure budget may be set for running costs and start up costs
  • informs predicted cash outflows in cash flow forecast
  • allows for monitoring of under spending as well as overspending
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2.2.4 BUDGETS

BUDGETS

  • Profit budgets
  • a target set for the surplus between income and expenditure in a given period of time
  • calculated based upon the income and expenditure budget
  • may be set for the business as a whole or for individual departments, products or branches
  • will be used to inform decision making on products to include in the businesses portfolio as well as where cuts may need to be made
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2.2.4 BUDGETS

SAMPLE BUDGET

                                  JANUARY          FEBRUARY          MARCH                

INCOME BUDGET        4000                    6000                     6000

EXPENDITURE            2500                     3500                    3500

BUDGET

PROFIT BUDGET          2500                    2500                    2500

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2.2.4 BUDGETS

TYPES OF BUDGETS

  • Historical figures
  • Setting budgets based on previous year’s
  • Can be adjusted in line with actual outcomes e.g. if a budget was underspent should it be set lower this year?
  • Can be linked to the ability to meet objectives
  • Can be incremental i.e. last year plus a %
  • Zero based
  • Setting a budget of zero
  • All departments have to justify any requests for expenditure
  • Time consuming but flexible and can reduce waste
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2.2.4 BUDGETS

THE CALCULATION AND INTERPRETATION OF VARIANCES

  • An advantage of budgets was that they allow for monitoring of performance
  • This is achieved by comparing the budget to the actual
  • Any difference is known as a variance

PROFIT BUDGET

VARIANCE PROFIT ACTUAL

EXPENDITURE BUDGET £25000

VARIANCE £2000 EXPENDITURE ACTUAL £27000

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2.2.4 BUDGETS

THE CALCULATION AND INTERPRETATION OF VARIANCES

  • Variance is therefore the difference between the actual income, expenditure or profit and the figure that had been budgeted
  • Variance Analysis is the process of calculating and interpreting these variances

                             BUDGET      ACTUAL      VARIANCE

INCOME                 £60 000        £62 000        £2 000 fav

EXPENDITURE       £32 000        £32 000        £800 ad

PROFIT                  £28 000T      £29 200        £1 200 fav

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2.2.4 BUDGETS

VARIANCES CAN BE ADVERSE OR FAVOURABLE 

Adverse

  • An adverse variance is one that is bad for the business
  • Expenditure higher than budget
  • Income lower than budget
  • Profit lower than budget

Favourable

  • A favourable variance is one that is good for the business
  • Expenditure lower than budget
  • Income higher than budget
  • Profit higher than budget
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2.2.4 BUDGETS

INTERPRETING VARIANCESOnce a variance has been identified it is important to:

  • 1) Identify the cause of the variance
  • 2) Consider the effect of the variance
  • 3) If appropriate look for a solution

DIFFICULTIES OF BUDGETING

  • Dependent upon predictions and forecasts
  • Costs are subject to change
  • Actions of competitors are unknown
  • Managers may lack experience
  • May be subject to bias
  • Takes time and effort which itself has an associated opportunity cost
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2.2.4 BUDGETS

POSSIBLE CAUSES OF VARIANCES

  • Action of competitors
    • Lower prices
    • Introduce a new product
    • Close a store
  • Action of suppliers
    • Change prices
    • Offer a discount
  • Changes in the economy
    • Change in interest rates
    • Increase to minimum wage
  • Internal inefficiency
    • Poor management of a budget
    • Demotivated sales team
  • Internal decision making
    • Change suppliers
    • Special promotions
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