Week Nine Flashcards
Break even analysis
calculation of the necessary levels of activity require in order to break even in a given period
Break even calculation
fixed costs/contribution margin per unit = break even (units)
Particular profit calculation
fixed costs + desired profit/contribution margin per unit = x sales units to earn a desired profit
Weighted average contribution margin
number of sale of product/total number of sales units for all products
break even (wacm)
fixed costs/wacm
targer pre-tax profit
fixed costs + pre tax profit target/contribution margin er unit
contribution margin ratio
contribution margin per unit / selling price per unit x 100/ = x
or total contribution margin / total sales
cvp assumptions
- the behaviour of costs can be neatly classified as fixed or variable
- cost behaviour is linear
- fixed costs remain fixed over the time period and or a given range of activity
- unit price and cost data remain constant over the time period and relevant range
- for multi product entities, the sales mix between the products is constant. if the conditions and environments for the entity fall outside the assumptions (eg not all costs can easily be classified as fixed or variable) then such analysis is of benefit
using break even data
- identifying the number of products or services required to be sold to meet break even or profit targets
- resource allocation by focusing on those products that contribute more to profits
- determining the impact on profit of changes in the mix of fixed and variable costs
- pricing products
Define fixed, variable and mixed costs.
Fixed costs are commonly identified as those that remain the same in total (within a given range of activity and timeframes), irrespective of the level of activity. Variable costs are commonly identified as those that change in total as the level of activity changes. Mixed costs are those appear to possess fixed and variable cost characteristics.
Prepare a cost-volume-profit (CVP) analysis for single-product and multi-product entities.
CVP analysis commonly requires the use of the contribution margin concept to calculate the break-even number of units. Data are needed on fixed and variable costs in order to execute the calculation. When calculating break-even for multi-product or service entities, we need to calculate the weighted average contribution margin before calculating the break-even units
Apply the contribution margin ratio to CVP calculations.
The contribution margin ratio can be used to perform break-even calculations by focusing on the ratio of the contribution margin to sales. This can be particularly useful when seeking the total break-even sales dollars, rather than the per unit numbers.
Explain the key assumptions underlying CVP analysis
The key assumptions underlying CVP analysis include the assumption that the behaviour of costs can be neatly classified as fixed or variable – which may not be the case, as some costs do not behave as expected; cost behaviour is generally assumed to be linear (see figures 10.1 and 10.2, p. 446); fixed costs are believed to remain ‘fixed’ over the time period and/or a given range of activity (often referred to as the relevant range); unit price and cost data are assumed to remain constant over the time period and relevant range; and, for multi-product entities, the sales mix between the products is assumed to be constant.
Discuss the use of break-even data
Break-even data can be used in a number of ways, including identifying the number of products or services required to be sold to meet break-even or profit targets; planning products and allocating resources by focusing on those products that contribute more to profitability; determining the impact on profit of changes in the mix of fixed and variable costs; and pricing products.
Outline the concept of operating leverage
The margin of safety is commonly regarded as the excess of revenue (or units of sales) above the break-even point. It provides an indication of how much revenue (sales in units) can decrease before reaching the break-even point. Operating leverage refers to the mix between fixed and variable costs in the cost structure of an entity. A knowledge of operating leverage helps in understanding the impact of changes in revenue on profit.