Breakeven Analysis: A Decision-Making Tool for Determining Profitability, Study notes of Industrial Engineering

An overview of the breakeven analysis, a decision-making aid used by managers to determine the volume of sales required to cover fixed and variable costs and achieve profitability. the theory behind the analysis, its uses, and the breakeven formula. An example and problem are also included.

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2021/2022

Uploaded on 09/12/2022

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Tutorial:
The Breakeven Analysis
Prepared by Michael Bokor, Delivered by:
Carolus Kaswandi
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Tutorial:

The Breakeven Analysis

Prepared by Michael Bokor, Delivered by:

Carolus Kaswandi

Order of the Slides

  • Define Breakeven

Analysis

  • Theory behind it
  • What it can be used for
  • Breakeven formula
  • Example
  • Problem
  • Conclusion
  • Reference page

The theory behind the breakeven

analysis

  • Made up of four basic

concepts

  • Fixed costs- costs that do

not change

  • Variable costs- costs that

rise in propitiation to sales

  • Revenue- the total income

received

  • Profit- the money you have

after subtracting fixed and

variable cost from revenue

What can it be used for?

  • Monthly expenses- use it

to see if your income is

more then your expenses

  • Determine minimum price

product can be sold for

  • Determine optimum price

product can be sold for

  • Calculate effects of

marketing programs on

price

This chart shows that the breakeven point is

where the income and costs are equal

Breakeven formula cont.

• If we rearrange the where the

breakeven is X then the formula

look like this.

X = F /( P – V)

• This formula says that the

breakeven point is where the

number of sales needed to

make the cost equal to the

revenue.

Example

Lets say you own a business selling

burgers

It costs $1.00 to make one burger

That’s your V or Variable cost

You sell each burger for $2.

That’s your P or price per unit

Your cost for rent, utilities,

overhead, etc... is $100,000 per

month

That's your F or fixed cost

Example cont.

V = $1.00 P = $2.

F = $100,

X = F /( P V)

X = 100,000 / ( 2.80 - 1 )

X = 100,000 / ( 1.80 )

X = 55,

To breakeven you would

need to sell 55,555 burgers

Answer

X = F /( P V)

X = 50 / ( .25 - .05 )

X = 50/ ( .20 )

X =

You would need to sell 250

cups of lemonade to

breakeven.

Conclusion

  • A Breakeven Analysis is a

simple tool to use to

determine if you have

priced your product

correctly

  • A Breakeven Analysis

helps you calculate how

much you need to sell

before you begin to make

a profit. You can also see

how fixed costs, price,