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2011年ACCA考试《F5业绩管理》讲义(42)

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发表于 2012-2-23 17:09:42 | 显示全部楼层 |阅读模式
7 Increasing sales and production levels   When an opportunity to increase sales and production levels arises in a business the key question to answer is:
  What will be the effect upon net profit? Will the:
  § increased contribution (sales less variable costs) generated by the increased sales exceed any additional fixed costs that will be incurred as a result of the increased sales level?
  If the answer is ‘yes’ the opportunity should normally be pursued.
  Illustration 8 – Equation including volume-based discounts
  An opportunity arises to increase sales by 10,000 units:
  § Selling price of additional units = $10
  § Variable cost of additional units = $6
  § Fixed costs will increase by = $50,000
  The effect of the increased sales would be to reduce net profits by $10,000.
  § $100,000 increased sales
  § $60,000 increased variable costs = $40,000 additional contribution
  § less additional fixed costs of $50,000 = $10,000 reduction in net profit.
  Based on this analysis, the opportunity should be rejected.
  However, other factors need to be considered such as:
  § the impact on future sales beyond the current period
  § the impact of rejection on customer goodwill
  § whether the extra sales would help build the firm’s brand.
  Illustration 9 – Increasing sales and production levels
  An alternative is a tabular approach showing profits at different activity levels
  Tabular approach – increasing production and sales
  § XYZ Ltd is introducing a new product.
  § Details of the costs are as follows:
  - Hire costs – hiring the machinery to manufacture the product will cost $200,000 pa. This machine will enable 60,000 units pa to be produced.
  - Additional machines can be hired at $80,000 pa. Each machine hired enables capacity to be increased by 20,000 units pa, but it is not possible to increase production beyond 90,000 units because of shortage of space.
  - The minimum rental period is for one year and the variable cost is estimated to be $6 per unit produced.
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