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Terminal Learning Objective• Task: Calculate Total Cost and Per-Unit Cost for a Given Production Volume • Condition: You are training to become an ACE with access to ICAM course handou

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Calculate Total Cost and Per-Unit

Cost for a Given Production Volume

Intermediate Cost Analysis

and Management

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How does total cost change as level of

activity changes?

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Terminal Learning Objective

• Task: Calculate Total Cost and Per-Unit Cost for a Given

Production Volume

• Condition: You are training to become an ACE with access to

ICAM course handouts, readings, and spreadsheet tools and awareness of Operational Environment (OE)/Contemporary

Operational Environment (COE) variables and actors

• Standard: With at least 80% accuracy:

• Differentiate between fixed and variable costs

• Express total and per-unit variable cost in an equation

• Graph total and per-unit variable cost

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Why Study Cost Relationships?

• Understanding what drives cost helps to

understand how to reduce cost

• Recognizing cost relationships helps to define what views of cost are useful

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What is Cost Relationship?

• Describes the change in cost that occurs with

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Cost Terminology

• Direct Costs

• MATERIALS and LABOR that can be Identified

with a particular product or process

• Example: Lumber and hardware for furniture

• Indirect Costs

• PRODUCTION - RELATED costs that cannot be

Identified with a particular product or process

• Example: Maintenance on power tools

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What is Cost Expression?

• Communicates a cost relationship using verbal,

numerical and mathematical symbols

• Use plain language rather than variables x, y, z, etc

• Use math symbols

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Which Cost Expression is Useful?

• Sometimes it is useful to know Total Cost

• Relevant cost of all inputs required to achieve

desired output

• Example: Cost of PCAM = instructor pay + course materials + classroom facilities + students’ pay

• Sometimes it is useful to know Unit Cost

• Unit cost = Total cost / # units

• Example: Cost to train one student

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Linear Cost Relationships

• The simplest cost relationships can be

represented by a straight line

• Variable Costs - Costs that increase in direct proportion with the volume produced or

consumed

• Total variable cost = Upward sloping line

• Unit variable cost = Horizontal line

• Example: Cost of materials used increases in

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Variable Cost Expression

• Total variable Cost =

Variable $Cost per Unit * # Units

• Variable $Cost per Unit =

Sum of all Variable inputs

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Variable Cost Expression

• Total variable cost =

Variable $Cost per Unit * # Units

• Variable $Cost per Unit =

Sum of all Variable inputs

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Variable Cost Example

• The Smoky Mountain Inn Bed and Breakfast reports the following cost information:

Depreciation on building $60,000 per year

Maintenance person’s salary $30,000 per year

Cleaning person’s salary $24,000 per year

Real estate taxes $10,000 per year

Laundry service $4.00 per person per night

Food $6.00 per person per night

• What is the unit of output?

• Which costs will change as output changes?

• What is the cost expression for variable cost per unit?

• For Total Variable Cost?

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Variable Cost Example

• What is the cost expression for variable cost per person per night?

$4 laundry + $6 food = $10 per person/night

• What is the cost expression for Total variable cost?

$10 per person per night * # person/nights

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Check on Learning

• What is the definition of a variable cost?

• What is the generic cost expression for total variable cost?

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Graph of Total Variable Cost

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Graph of Total Variable Cost

0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 0

At 10 units, Cost is $100

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Graph of Total Variable Cost

At 40 units, Cost is $400

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Graph of Total Variable Cost

0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 0

At 75 units, Cost is $750

750

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Graph of Unit Variable Cost

$ Unit Cost = Total Variable Cost/# Units

Unit cost at 10 units =

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Graph of Unit Variable Cost

0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 0

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Graph of Unit Variable Cost

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Check on Learning

• How is Total variable cost represented on the graph?

• What is the generic cost expression for

Variable cost per unit?

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Linear Cost Relationships

• Fixed Costs - Costs that do not change with

the volume produced or consumed

• Total fixed cost = Horizontal line

• Unit Fixed Cost is non-linear

• Example: The cost of the instructor remains

the same regardless of the number of

students in the class

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Fixed Cost Expression

• Total Fixed $Cost =

Sum of all Fixed Inputs

• Fixed $Cost per Unit =

Total Fixed $Cost / # Units

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Fixed Cost Example

• The Smoky Mountain Inn Bed and Breakfast reports the following cost information:

Depreciation on building $60,000 per year

Maintenance person’s salary $30,000 per year

Cleaning person’s salary $24,000 per year

Real estate taxes $10,000 per year

Laundry service $4.00 per person per night

Food $6.00 per person per night

• What is the unit of output?

• Which costs will NOT change as output changes?

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Fixed Cost Example

• What is the cost expression for Total Fixed

Cost?

$60,000 depreciation + $30,000 maintenance salary + $24,000 cleaning salary + $10,000 taxes

= $124,000

• What is the cost expression for Fixed Cost per Unit?

$124,000 / # person/nights

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Check on Learning

• What is the definition of a fixed cost?

• What is the generic cost expression for fixed cost per unit?

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Graph of Total Fixed Cost

$124,000

At 10 units, Total Fixed Cost is

$124,000

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Graph of Total Fixed Cost

$124,000

At 40 units, Total Fixed Cost is

$124,000

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Graph of Total Fixed Cost

$124,000

At 75 units, Total Fixed Cost is

$124,000

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Graph of Unit Fixed Cost

$124,000/10 units

or $12,400 per unit

At 10 units, Unit Fixed Cost =

$124,000/10 units

or $12,400 per unit

$12,400

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Graph of Unit Fixed Cost

$124,000/40 units

or $3,100 per unit

At 40 units, Unit Fixed Cost =

$124,000/40 units

or $3,100 per unit

$3,100

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Graph of Unit Fixed Cost

$124,000/75 units

or $1,653 per unit

At 75 units, Unit Fixed Cost =

$124,000/75 units

or $1,653 per unit

$1,653

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Cost Definitions

• Mixed Costs - A combination of fixed and

variable costs

Total Cost = Variable Cost + Fixed Cost

• Also known as multivariate costs

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Multivariate Cost Expressions

• Variable component:

• Variable $Cost per Unit * # Units

-Plus-• Fixed component:

• Sum of relevant costs that remain the same

regardless of units of output

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averages $200 per repair

• Which costs are fixed?

• Which are variable?

• What is total cost of 100 repairs? 200 repairs?

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Demonstration Problem

• A vehicle repair shop incurs an average parts

cost per repair of $220 Shop rent is $5,000 per month Staff salaries are $5,000 per month and technicians earn a commission on repairs that averages $200 per repair

• Which costs are fixed?

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Demonstration Problem

• A vehicle repair shop incurs an average parts

cost per repair of $220 Shop rent is $5,000 per month Staff salaries are $5,000 per month and technicians earn a commission on repairs that averages $200 per repair

• Which costs are variable?

Parts per repair $220

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averages $200 per repair

• What is total cost of 100 repairs? 200 repairs?

Total cost= $420 per repair * # repairs + $10,000

$420 per repair*100 repairs+$10,000 = $52,000

$420 per repair*200 repairs+$10,000 = $85,000

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Graph of Mixed Cost

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Graph of Mixed Cost

$K

Variable cost for 200 repairs=

$420 per repair *

200 repairs = $84,000

Variable cost for 200 repairs=

$420 per repair *

200 repairs = $84,000

$84K

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Graph of Mixed Cost

$K

Total cost for 200 repairs =

$420 per repair * 200 repairs +

$10,000

or $94,000

Total cost for 200 repairs =

$420 per repair * 200 repairs +

$10,000

or $94,000

$94K

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averages $200 per repair

• What is unit cost for 100 repairs? 200 repairs?

Unit cost = Total cost / # repairs Total @100 repairs $52,000 / 100 repairs = $520 Total @200 repairs $94,000 / 200 repairs = $470

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Practical Exercises

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