Cost-Volume-Profit (CVP), in Managerial Economics, Is A Form of Cost Accounting. It Is A Simplified Model, Useful For Elementary Instruction and For Short-Run Decisions
Cost-Volume-Profit (CVP), in Managerial Economics, Is A Form of Cost Accounting. It Is A Simplified Model, Useful For Elementary Instruction and For Short-Run Decisions
Cost-Volume-Profit (CVP), in Managerial Economics, Is A Form of Cost Accounting. It Is A Simplified Model, Useful For Elementary Instruction and For Short-Run Decisions
The behavior of both costs and revenues is linear throughout the relevant
range of activity. (This assumption precludes the concept of volume discounts
on either purchased materials or sales.)
All units produced are sold (there is no ending finished goods inventory).
When a company sells more than one type of product, the product mix (the
ratio of each product to total sales) will remain constant.
To know the cost, volume and profit relationship, a study of the following is
essential :
(1) Marginal Cost Formula
(2) Break-Even Analysis Marginal Costing and Cost Volume Profit Analysis
(3) Profit Volume Ratio (or) PN Ratio
(4) Profit Graph
(5) Key Factors and
(6) Sales Mix
Objectives of Cost Volume Profit Analysis
The following are the important objectives of cost volume profit analysis:
(1) Cost volume is a powerful tool for decision making.
(2) It makes use of the principles of Marginal Costing.
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(3) It enables the management to establish what will happen to the financial
results if a specified level of activity or volume fluctuates.
(4) It helps in the determination of break-even point and the level of output
required to earn a desired profit.
(5) The PN ratio serves as a measure of efficiency of each product, factory,
sales area etc. and thus helps the management to choose a most profitable line
of business.
(6) It helps us to forecast the level of sales required to maintain a given amount
of profit at different levels of prices.
Marginal Cost Equation
The Following are the main important equations of Marginal Cost :
Sales = Variable Cost + Fixed Expenses Profit/Loss
Contribution = Fixed Cost + Profit
The above equation brings the fact that in order to earn profit the contribution
must be more than
fixed expenses. To avoid any loss, the contribution must be equal to fixed cost.
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Contribution
The term Contribution refers to the difference between Sales and Marginal Cost
of Sales. It also termed as "Gross Margin." Contribution enables to meet fixed
costs and profit. Thus, contribution will first covered fixed cost and then the
balance amount is added to Net profit. Contribution can be represented as:
Contribution = Sales - Marginal Cost
Contribution = Sales - Variable Cost
Contribution = Fixed Expenses + Profit
Contribution - Fixed Expenses = Profit
Sales - Variable Cost = Fixed Cost + Profit
These are simplifying, largely linearizing assumptions, which are often implicitly
assumed in elementary discussions of costs and profits. In more advanced
treatments and practice, costs and revenue are nonlinear and the analysis is more
complicated, but the intuition afforded by linear CVP remains basic and useful.
One of the main methods of calculating CVP is profitvolume ratio which is
(contribution /sales)*100 = this gives us profitvolume ratio.
The assumptions of the CVP model yield the following linear equations for total
costs and total revenue (sales):
These are linear because of the assumptions of constant costs and prices,
and there is no distinction between units produced and units sold, as these
are assumed to be equal. Note that when such a chart is drawn, the linear
CVP model is assumed, often implicitly.
In symbols:
TC = TFC + V x X
TR = P x X
where
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TC = Total costs
TFC = Total fixed costs
V = Unit variable cost (variable cost per unit)
X = Number of units
TR = S = Total revenue = Sales
P = (Unit) sales price
Profit is computed as TR-TC; it is a profit if positive, a loss if
negative.
These diagrams can be related by a rather busy diagram, which demonstrates how
if one subtracts variable costs, the sales and total costs lines shift down to become
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the contribution and fixed costs lines. Note that the profit and loss for any given
number of unit sales is the same, and in particular the break-even point is the same,
whether one computes by
sales = total costs or as contribution = fixed costs.
Ease of Calculation
Understandability
For the most part, CVP analysis is free of accounting jargon and
complex terminology. This makes both the preparation and
interpretation of CVP analysis figures understandable. For example,
you might want to know how many individual units of your
company's product you would need to sell to break even for the year.
In order to make this calculation, you will need to know how much it
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costs to make your product and how the cost behaves -- that is,
whether the cost increases as production increases or whether it is a
constant. Unlike some accounting terminology, these cost concepts
are intuitive to many small-business owners.
Accuracy
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with these costs unless they are split into their fixed and variable
components, which can be cumbersome.
Inflexibility
As part of it being quick and easy to use, CVP analysis has a built-in
set of assumptions that are fairly rigid. For example, CVP analysis
assumes that a company sells one product, or that if it sells multiple
products the proportion of how much of each product is sold remains
constant. This is known as a constant sales mix assumption, and
many businesses do not follow this sales pattern. For example, a
restaurant probably sells more hot drinks in the winter than it does in
the summer, and these drinks could have different cost assumptions.
If your company has a large variety of products or if your mixture of
products sold changes frequently, then CVP analysis may not work
for you.
Approximations
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Decision-Making
CVP analysis provides managers with the advantage of being able to
answer specific pragmatic questions needed in business analysis.
Questions such as what the company's breakeven point is help
managers project how future spending and production will contribute
to the success or failure of the company. For instance, when a
manager knows the breakeven point, he can tweak spending and
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Limitations
The CVP approach to analysis is beneficial, but it is limited in the amount of
information it can provide in a multi-product operation. Much of the analysis that
is done by business managers who use this approach is done based on a single
product. Northern Arizona University notes that multi-product businesses, such as
restaurants, can have a difficult time with CVP analysis because menu items, for
instance, are likely to have many variable cost ratios. This makes the challenge of
CVP analysis all the more difficult because it must be done for each specific
product.
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Chapter 2
Brand History
Lays, the worlds largest and favourite snack food brand, has
steadily established itself as an indispensable part of Indias snacking
culture since its launch in 1995.
With its irresistible taste, international and Indian flavours and youthcentric imagery, Lays has established itself as a youth brand and
continues to grow in the hearts and mind of its consumers.
Over the years, Lays has become known for its engaging and
innovative promotions and campaigns. The brand known for its No
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one can eat just one campaign has moved its positioning to Whats
the programme? making Lays the main food of every programme!
Saif Ali Khan has been the face of the brand for over five years, and
has recently been joined by the captain of the Indian cricket team
M.S. Dhoni. Both embody the youthful energy and appeal of the
brand.
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The new platform has been launched with a series of ads built around
the universal consumer struggle between what the mind asks one to
do and what the heart desires. A powerful 360 degree approach
supports the new TVC, and has indeed prompted consumers to be a
little Dillogical.
Brand Advantage
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Quality Standards
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