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(ISTIUQ AHMED, JU EMBA)
Cost-Volume-Profit Analysis (CVP)
Cost-volume-profit (CVP) analysis is used to determine how changes in
costs and volume affect a company's operating income and net
income.In performing this analysis, there are several assumptions
made, including:
 Sales price per unit is constant.
 Variable costs per unit are constant.
 Total fixed costs are constant.
 Everything produced is sold.
 Costs are only affected because activity changes.
 If a company sells more than one product, they are sold in the same
mix.
CVP analysis requires that all the company's costs, including
manufacturing, selling, and administrative costs, be identified as
variable or fixed.
CVP analysis is the analysis of three variable viz. cost, volume and
profit. Such analysis explores the relationship existing amongst costs,
revenue, and activity level and resulting profit. It aims at measuring
variation of cost with profit. It shows:
- The total costs (fixed and variable)
- The total sales revenues
- Desired profits vis-a-vis the sales volume.
Uses: -
1) It is used for forecasting or predicting how the changes in costs
and sales volume affect profit. It is also known as 'Break-Even
Analysis'.
2) Budget planning: for forecasting profit by considering cost and
profit relation, and volume of production volume. This will help in
determining the sales volume required to make a profit.
3) To make decisions regarding pricing and sales volume.
4) Determining the sales mix of different products, in what
proportions each of the products can be sold.
5) Preparing flexible budget considering costs at different levels of
production.
6) Many companies and accounting professionals use cost-volume-
profit analysis to make informed decisions about the products or
services they sell.
Objectives of CVP Analysis: -
 Prices of products.
 Volume or level of activity.
 Per unit variable cost.
 Total fixed cost.
 Mix of product sold.
Importance:
It provides an insight into the effects and interrelationship of factors,
which influence the profits of the firm. The relationship between cost,
volume and profit makes up the profit structure of an enterprise. The
CVP relationship becomes essential for budgeting and profit planning.
 A starting point in profit planning, it helps to determine the maximum
sales volume to avoid losses, and the sales volume at which the profit
goal of the firm will be achieved.
 As an ultimate objective it helps management to find the most
profitable combination of costs and volume.
Elements of CVP
The three elements involved in CVP analysis are:
1. Cost, which means the expenses involved in producing or selling a
product or service.
2. Volume, which means the number of units produced in the case
of a physical product, or the amount of service sold.
3. Profit, which means the difference between the selling price of a
product or service minus the cost to produce or provide it.
Calculations Profit Equation and Contribution Margin
1. Profit = Sales -Total costs
2. Profit = Sales -Total variable costs - Total Fixed costs
3. Contribution margin = Total revenue – Total variable costs
Example 1: Suppose that Super Bikes wants to produce a new mountain
bike called Hero1 and has forecast the following information.
Price per bike = 800
Variable cost per bike = 300
Fixed costs related to bike production = 55, 00,000
Target profit = 2, 00,000
Estimated sales = 12,000 bikes
We determine the quantity of bikes needed for the target profit as
follows:
Quantity = (55, 00,000 + 2, 00,000) / (800 - 300) = 11,400 bikes
Profit Volume Ratio (PV): The contribution margin ratio (CMR) i.e. PV
ratio is the percentage by which the selling price (or revenue) per unit
exceeds the variable cost per unit, or contribution margin as a
percentage of revenue.
Example 2: For Hero1, we could use the forecast information about
volume (12,000 bikes) to determine the contribution margin ratio.
Total revenue = 800 * 12,000 = 96, 00,000
Total variable cost = 300* 12,000 = 36, 00,000
Total contribution margin = 9,600,000 - 3,600,000 = 6,000,000
Contribution margin ratio = 6,000,000 / 9,600,000 = 0.625
BEP analysis: Breakeven analysis is used to find the minimum level of
production required.
Evaluates both fixed and variable costs.
Uses:
1. To find a suitable product mix.
2. To find the sales required to reach a desired revenue.
3. The profits at certain price level and sales.
Break-even Point (BEP):
 A CVP analysis can be used to determine the BEP, or level of operating
activity at which revenues cover all fixed and variable costs, resulting in
zero profit.
 In other words, this is the point where no profit or losses have been
made.
Cost-Volume-Profit Graph -
Break even Applications
New Product decisions: - Enables to determine the sale volume
required for a firm (or an individual product) to breakeven, given
expected sales price and expected costs.
Pricing decisions: - Enables to study the effect of changing price and
volume relationship on total profits.
Expansion Decisions: - studies the aggregate effect of a general
expansion in production and sales.

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Cost volume and profit relationship

  • 1. (ISTIUQ AHMED, JU EMBA) Cost-Volume-Profit Analysis (CVP) Cost-volume-profit (CVP) analysis is used to determine how changes in costs and volume affect a company's operating income and net income.In performing this analysis, there are several assumptions made, including:  Sales price per unit is constant.  Variable costs per unit are constant.  Total fixed costs are constant.  Everything produced is sold.  Costs are only affected because activity changes.  If a company sells more than one product, they are sold in the same mix. CVP analysis requires that all the company's costs, including manufacturing, selling, and administrative costs, be identified as variable or fixed. CVP analysis is the analysis of three variable viz. cost, volume and profit. Such analysis explores the relationship existing amongst costs, revenue, and activity level and resulting profit. It aims at measuring variation of cost with profit. It shows: - The total costs (fixed and variable) - The total sales revenues - Desired profits vis-a-vis the sales volume.
  • 2. Uses: - 1) It is used for forecasting or predicting how the changes in costs and sales volume affect profit. It is also known as 'Break-Even Analysis'. 2) Budget planning: for forecasting profit by considering cost and profit relation, and volume of production volume. This will help in determining the sales volume required to make a profit. 3) To make decisions regarding pricing and sales volume. 4) Determining the sales mix of different products, in what proportions each of the products can be sold. 5) Preparing flexible budget considering costs at different levels of production. 6) Many companies and accounting professionals use cost-volume- profit analysis to make informed decisions about the products or services they sell. Objectives of CVP Analysis: -  Prices of products.  Volume or level of activity.  Per unit variable cost.  Total fixed cost.  Mix of product sold. Importance: It provides an insight into the effects and interrelationship of factors, which influence the profits of the firm. The relationship between cost,
  • 3. volume and profit makes up the profit structure of an enterprise. The CVP relationship becomes essential for budgeting and profit planning.  A starting point in profit planning, it helps to determine the maximum sales volume to avoid losses, and the sales volume at which the profit goal of the firm will be achieved.  As an ultimate objective it helps management to find the most profitable combination of costs and volume. Elements of CVP The three elements involved in CVP analysis are: 1. Cost, which means the expenses involved in producing or selling a product or service. 2. Volume, which means the number of units produced in the case of a physical product, or the amount of service sold. 3. Profit, which means the difference between the selling price of a product or service minus the cost to produce or provide it. Calculations Profit Equation and Contribution Margin 1. Profit = Sales -Total costs 2. Profit = Sales -Total variable costs - Total Fixed costs 3. Contribution margin = Total revenue – Total variable costs Example 1: Suppose that Super Bikes wants to produce a new mountain bike called Hero1 and has forecast the following information. Price per bike = 800 Variable cost per bike = 300 Fixed costs related to bike production = 55, 00,000 Target profit = 2, 00,000
  • 4. Estimated sales = 12,000 bikes We determine the quantity of bikes needed for the target profit as follows: Quantity = (55, 00,000 + 2, 00,000) / (800 - 300) = 11,400 bikes Profit Volume Ratio (PV): The contribution margin ratio (CMR) i.e. PV ratio is the percentage by which the selling price (or revenue) per unit exceeds the variable cost per unit, or contribution margin as a percentage of revenue. Example 2: For Hero1, we could use the forecast information about volume (12,000 bikes) to determine the contribution margin ratio. Total revenue = 800 * 12,000 = 96, 00,000 Total variable cost = 300* 12,000 = 36, 00,000 Total contribution margin = 9,600,000 - 3,600,000 = 6,000,000 Contribution margin ratio = 6,000,000 / 9,600,000 = 0.625 BEP analysis: Breakeven analysis is used to find the minimum level of production required. Evaluates both fixed and variable costs. Uses: 1. To find a suitable product mix. 2. To find the sales required to reach a desired revenue. 3. The profits at certain price level and sales. Break-even Point (BEP):
  • 5.  A CVP analysis can be used to determine the BEP, or level of operating activity at which revenues cover all fixed and variable costs, resulting in zero profit.  In other words, this is the point where no profit or losses have been made. Cost-Volume-Profit Graph - Break even Applications New Product decisions: - Enables to determine the sale volume required for a firm (or an individual product) to breakeven, given expected sales price and expected costs. Pricing decisions: - Enables to study the effect of changing price and volume relationship on total profits.
  • 6. Expansion Decisions: - studies the aggregate effect of a general expansion in production and sales.