MARGINAL COSTING
Marginal Costing may be defined as the ascertainment of marginal cost and of the effect on profit of changes in volume or type of output by differentiating between fixed cost and variable cost. Marginal cost refers to the amount at any given volume of output by which the aggregate costs are charged if the volume of the output is changed by one unit. It is concerned with changes in variable costs and fixed cost is treated as period cost.
Features of Marginal Costing:
- All elements of costs are classified into fixed and variable costs
- It is a technique of cost control and decision making
- The fixed costs are written off soon after they are incurred and do not find place in product cost or inventories
- Variable costs are charged as the cost of production
- Valuation of stock of work in progress and finished goods is done on the basis of variable costs
- Profit is calculated by deducting the fixed cost from the contribution
Advantages of Marginal Costing:
- It is simple to operate than absorption costing because they do not involve the problems of overhead apportionment and recovery.
- It is essentially useful to management as a technique in cost analysis and cost presentation
- It is helpful in forecasting and hence future profit planning of the business enterprises can we carried out well
- When there are different products the determination of number of units of each product to get maximum profit can be determined as Optimum Product Mix or Optimum Sales Mix with the help of marginal costing
- Numerous managerial decisions can be taken with the help of marginal costing
Absorption Costing is also termed as Full Costing or Total Costing or Conventional Costing. It is a technique of cost ascertainment in which both the fixed and variable costs are charged to product or process or operation.
Differential costing, also termed as Relevant Costing or Incremental Analysis is a technique based on preparation of adhoc information in which only cost and income differences between two alternatives/ courses of actions are taken into considerations.
COST VOLUME PROFIT ANALYSIS
Cost Volume Profit Analysis (CVP) is a systematic method of examining the relationship between changes in the volume of output and changes in total sales revenue, expenses and net profit.
Marginal Cost Equation:
Sales= Variable Cost+ Fixed Cost ± Profit/Loss
Sales – Variable Cost = Fixed Cost ± Profit/Loss
Contribution = Fixed Cost ± Profit/Loss
Profit = Sales – Variable Cost - Fixed Cost (Profit Equation)
Contribution refers to the difference between the Sales and the Marginal Cost of Sales, also termed as Gross Margin. The contribution margin per unit measures the amount of incremental profit generated by adding an additional unit.
Contribution = Fixed Cost ± Profit/Loss = Sales – Variable Cost
Contribution Margin Ratio measures the amount of incremental profit generated by an additional unit of sales
Contribution Margin Ratio = (Sales – Variable Cost)/ Sales
Break Even Analysis also called Cost Volume Profit analysis in which a break-even point is considered at which the total sales are equal to its costs. This is a point when contribution is equal to fixed cost and there is no profit or no loss.
Break-Even Point in Units = Total Fixed Cost/ Contribution per unitBreak-Even Point in Sales = (Fixed Cost x Sales)/ (Sales – Variable Cost)
(Or)
Break-Even Point in Sales = Fixed Cost/ Profit – Volume Ratio
(Profit Volume Ratio = (Contribution/ Sales) x 100)
Unit Sales needed to attain specified profit
= (Total Fixed Cost + Profit) / Contribution margin per unit
Break-Even chart is a graphical representation which indicates the relationship between cost, sales and profit. The chart also indicates the estimated cost and estimated profit or loss at various levels of activity.
Margin of Safety is the difference between the expected level of sales and the break-even sales. Margin of Safety can be improved by
- Increasing the selling price
- Reducing the variable cost
- Selecting a product mix of larger P/V Ratio
- Reducing fixed cost
- Increasing the output
Margin of Safety = Total Sales – Break-Even Sales
Margin of Safety =Profit/ (P/V Ratio)
Margin of Safety = (Profit / Contribution) x Sales
Margin of Safety Ratio = (Margin of Safety / Total Sales) x 100
Calculations:
The P/V Ratio of XYZ Company is 60%; Sales – Rs.1, 50,000; Fixed Cost- Rs.15, 000. Total Units sold – 2000Units. Calculate:
- Total Variable expenses and Variable Cost per Unit
- Total Contribution and Unit Contribution
- Profit
- Break Even Point in sales
- Margin of Safety
- Number of units to be sold to attain an additional profit of 45,000
P/V Ratio = (Contribution / Sales) x 100
60 = (Contribution / 1, 50,000) x 100
Total Contribution = (1, 50,000 x 60) /100 = Rs. 90,000
Contribution per unit = 90,000/ 2000 = Rs. 45
Contribution = Sales – Variable Expenses
Total Variable Expenses = 1, 50,000 – 90,000 = Rs. 60,000
Variable Cost per Unit = 60,000/ 2000 = Rs. 30
Profit = Sales – Variable Expenses -Fixed Cost (OR) Contribution – Fixed Cost = 1, 50,000 - 60,000 -15,000 = Rs. 75,000
Break Even Point in sales = (Fixed Cost x Sales)/ (Sales – Variable Cost) = (15,000 x 1, 50,000)/ (1, 50,000 – 60,000) = Rs. 25,000
Margin of Safety =Total Sales – Break-Even Sales = Rs. 1, 25,000
Unit Sales needed to attain an additional profit of Rs.45, 000
= (Total Fixed Cost + Profit) / Contribution per unit
= (15, 000 +1, 20,000)/ 45 = 3000Units