A company produces and sells two products with the following costs: Variable costs (per £ of sales) Fixed costs Product X £0.45 £1,212.000 per period Product Y £0.60 Total sales revenue is currently generated by the two products in the following proportions: Product X Product Y 70% 30% Required: (a) Calculate the break-even sales revenue per period, based on the sales mix assumed above. (b) Prepare a profit volume chart of the above situation for sales revenue up to £4,000,000. Show on the same chart the effect of a change in the sales mix to Product X 509%, Product Y 50%. Clearly lindicate on the chart the break-even point for each situation. (c) Of the fixed costs £455.000 are attributable to Product X. Calculate the sales revenue required on Product X in order to recover the attributable fixed costs and provide a net contribution of £700.000 towards general fixed costs and profit.

FINANCIAL ACCOUNTING
10th Edition
ISBN:9781259964947
Author:Libby
Publisher:Libby
Chapter1: Financial Statements And Business Decisions
Section: Chapter Questions
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A company produces and sells two products with the following costs:
Product X
£0.45
£1,212,000 per period
Product Y
Variable costs (per £ of sales)
Fixed costs
£0.60
Total sales revenue is currently generated by the two products in the following proportions:
70%
30%
Product X
Product Y
Required:
(a) Calculate the break-even sales revenue per period, based on the sales mix assumed above.
(b) Prepare a profit volume chart of the above situation for sales revenue up to £4,000,000. Show on the same chart the effect of a change in the sales mix to
Product X 509%, Product Y 50%. Clearly lindicate on the chart the break-even point for each situation.
(C) Of the fixed costs £455.000 are attributable to Product X. Calculate the sales revenue required on Product X in order to recover the attributable fixed costs and
provide a net contribution of £700.000 towards general fixed costs and profit.
Transcribed Image Text:A company produces and sells two products with the following costs: Product X £0.45 £1,212,000 per period Product Y Variable costs (per £ of sales) Fixed costs £0.60 Total sales revenue is currently generated by the two products in the following proportions: 70% 30% Product X Product Y Required: (a) Calculate the break-even sales revenue per period, based on the sales mix assumed above. (b) Prepare a profit volume chart of the above situation for sales revenue up to £4,000,000. Show on the same chart the effect of a change in the sales mix to Product X 509%, Product Y 50%. Clearly lindicate on the chart the break-even point for each situation. (C) Of the fixed costs £455.000 are attributable to Product X. Calculate the sales revenue required on Product X in order to recover the attributable fixed costs and provide a net contribution of £700.000 towards general fixed costs and profit.
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