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Marginal Costing. X Ltd. Furnished you the following related to the year 1996 First HalfSecond Half Sales45,00050,000 Total Cost 40,00043,000 Assume that there is no change in prices and variable cost and that the fixed expenses are incurred equally in the 2 nd half year - PowerPoint PPT Presentation
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Marginal Costing• X Ltd. Furnished you the following related to the year 1996
First Half Second Half
Sales 45,000 50,000
Total Cost 40,000 43,000
Assume that there is no change in prices and variable cost and that the fixed expenses are incurred equally in the 2nd half year
Period. Calculate for the year 1996.
a) The Profit Volume Ratio
b) Fixed Expenses
c) Break Even Sales and d) % of margin of safety
Marginal CostingSolution:
First Half Second Half Change in Sale and Profit
Sales 45,000 50,000 5,000Less: Cost 40,000 43,000 3,000 -------------------------------------------------------Profit 5,000 7,000 2,000 -------------------------------------------------------- Change in Profita) P/V Ratio = --------------------------- X 100 Change in Sales
Marginal Costing 7,000-5,000 2,000P/v Ratio = --------------------- X100 = ------------- X 100 = 40% 50,000 – 45,000 5,000
Contribution = Sales X P/V RatioDuring the first Half = 45,000X 40% = Rs.18,000
Fixed Cost = Contribution – ProfitFor the first half = 18,000 -5,000 = 13,000
Fixed cost for the full year = 13,000x2 =26,000
Marginal Costing
Fixed CostBreak Even Sale for the year 1996 = -------------------- P/V Ratio 26,000BEP for the year 1996 = ------------ = Rs.65,000 40% Margin of Safety for the year 1996 = Sales – Break Even Sales = 95,000 – 65,000 = Rs 30,000 Margin of SafetyPercentage of Margin of Safety = ---------------------- x 100 Sales for the year
Marginal Costing
30,000Percentage of margin of Safety = ----------- X 100 = 31.58% 95,000
Note:1. Since fixed expenses are incurred equally in the 2nd half years Rs.13,000 is multiplied with 2 to get fixed cost of the full
year.2. Sales of both 1st and 2nd half years are added and are taken as
actual sales i.e., Rs.95,000 to calculate margin of safety.