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(1)

Integrated Product Integrated Product

Development Development

Integrated Product Integrated Product

Development Development

Economics

Economics

(2)

Introduction

Value is defined as the ratio of perceived quality of a product to its cost

One of the primary goals of the IPD team is to create a product for the least cost, while still satisfying the customer’s

requirements

The amount of savings should not only be in relation to cost of the product, but also in relation to an increase in the total profit to the company

First, the selling price of the product at which the product can succeed in the marketplace should be determined, and than the costs are targeted and allocated (Design for Costs)

Selling price – Costs = ProfitSelling price – Costs = Profit

Costs evaluation is performed throughout the product

development, but the detailed cost estimates can take place

(3)

Costs

• Product’s total cost to produce and market Cp

D S

T R

L M

N

Cpp(   )  o  

Np - Total number of units M - Material cost/unit

L - Direct labor for manufacturing and assembly/unit R - Production resource usage/unit

To - Tooling and capitalization costs (Usually one-time costs)

S - System costs (overhead or indirect costs) (rent, maintenance…)

(4)

Selling price – Total cost of product and desired total

profit

Total cost of product

Total product development

costs

Total manufacturing

costs Marketing and sales (S) General and Administrative (S)

Product design (D)

Tooling and capitalization (To)

Testing and Evaluating (D)

Direct and variable material

(Np*M)

Direct and variable Labour (Np*L)

Direct and variable Manufacturing systems

(Np*R)

(5)

T o t a l i n v e s t m e n t

T i m e t o m a r k e t P r o d u c t

B r e a k - e v e n a f t e r r e l e a s e

T o t a l s a l e s

T o t a l o p e r a t i n g p r o f i t

(6)

The costs of the customer

• The customer has several costs:

– Purchase cost

– Ownership costs

• Use

• Maintenance

• Insurance

• Amortization...

(7)

Elements of Economic Analysis

• The product development team needs tools to make decisions in the

development phase

• There is a need for quick, approximate methods for supporting decision making within the project team

• There are two types of analysis:

• Quantitative

• Qualitative

(8)

Quantitative analysis

• There are several basic cash inflows (revenues) and cash outflows (costs) in the life cycle of a successful new product

• Cash inflows come from product sales

• Cash outflows are several:

Product and process development

Production ramp-up (equipment and tooling) Marketing and product support

Production costs (raw material, components, labor…)

(9)

Quantitative analysis

• Economically successful products are

profitable; they generate more cumulative inflows than cumulative outflows

• A measure of the degree to which inflows are greater then outflows is the net

present value of the project NPV, or the value of today’s money of all of the

expected future cash flows

(10)

Qualitative analysis

• Quantitative analysis is restricted only to factors that are measurable

• There is a need for qualitative analysis

considering the interactions between the project and the

– Firm – Market

– Macroeconomic environment

(today, something is a loss, but if it is done, in future it would be a profit. If it isn’t done, in future it would be a huge loss)

(11)

When to perform a cost analysis?

• Go/no-go milestones

– (should we try to address this opportunity?

Should we launch the product now? Should we proceed with the selected concept?...)

• Operational design and development decisions

– (should we outsource the development? Should we sell now at high prices or later at low?...)

(12)

Economic Analysis Process

1. Building a Base-Case Financial Model 2. Perform a sensitivity analysis

3. Use the sensitivity analysis to

understand project trade-offs

4. Consider qualitative factors

(13)

Building a Base-Case Financial Model

NPV of a project

• A net present value is a recognition of the fact that a money today is worth more than a money tomorrow

• NPV calculations evaluate the

present value of some future income

or expense

(14)

Example

• If you invest 100 € today for one time

period at an interest rate of 8%, how much money will you get?

euro x

k kx

x x x k

euro x

108 100

* ) 08 . 0 1 ( )

1 (

?

08 . 0

% 8

100

0 0

0 0

(15)

Example

• How much was invested originally (how much is it worth now) if after the one time period the amount of money received back is 100€ if the interest rate is 8%

x k kx

x x

euro x

k x

) 1

( 100

08 . 0

% 8

?

0 0

0 0

(16)

Example

• How much was invested originally (how much is it worth now) if after two time periods the amount of money received back is 100€ if the interest rate per period is 8%

x k kx

x x

euro x

k x

) 1

( 100

08 . 0

% 8

?

0 0

0 0

(17)

Example

• Present value ( x

0

) of received value ( x ) after ( t ) time periods if the interest rate per period is ( k )

k

t

x x

) 1

0

 ( 

(18)

Example

• How much was invested originally (how much is it worth now) if after one time period the amount of money received back is 100€, after two time periods the amount of money received

back is 100€ and after three time periods the amount of money received back is 100€ if the interest rate per period is 8%?

euro x

euro x

x x x t t t k x

300 100

3 2 1

08 . 0

% 8

?

3 2 1 3 2 1 0

(19)

Interest rate – discount rate

• The discount rate is the reward that investors demand for accepting delayed payment

• It is a key variable for NPV calculation

• Sometimes the firm’s weighted average cost of capital is used, but for riskier project a higher rate is used

• Another approach to choosing the discount rate factor is to decide the rate which the capital

needed for the project could return if invested in an alternative venture

• Usually it is between 10% and 20%

(20)

1. Building a Base-Case Financial Model

Constructing the base-case model consists of estimating the timing and magnitude of future cash flows and then computing the NPV of those cash flows

The level of detail of cash flows should be determined to be convenient to work with but it should be detailed

enough to facilitate effective decision making

Development costs

Ramp-up costs

Marketing and support costs

Production costs

Sales revenues

(21)

Building a Base-Case Financial Model

• The numerical values of the cash flows come from budgets and other estimates obtained from the development team, the manufacturing organization, and the marketing organization

• The financial estimates must be merged

with timing information

(22)

Example

• Cost estimates x 1000€

1. Development 1000 €

2. Production ramp-up 750 €

3. Marketing and support 300 € /year 4. Unit production 0.2 € /unit 5. Sales and production volume 20000

unit/year

6. Unit price 0.3 € /unit

(23)

Example – project

schedule

(24)

2.Perform Sensitivity Analysis

3.Use analysis to understand projet

trade-offs

(25)

Limitations of

quantitative analysis

• It focuses only on measurable quantities

• It depends on validity of assumptions and data

• Bureaucracy reduces productivity

(potentially productive development time is devoted to preparation of analyses and

meetings)

(26)

4. Considering the qualitative factors on

project success

• Many factors influencing

development projects are difficult to quantify because they are complex or uncertain

• The development project interacts

with the firm, the market and the

macro environment

(27)

Interaction between the project and the firm

• How does the project influences the other projects

– The results from one project can be used by another project (OK)

– A project uses to much resources to be finished on time, therefore other

projects are late (NOT OK)

– ...

(28)

Interaction with the market

• Competitors

• Customers

• Suppliers

• ...

(29)

Interaction with the macro environment

• Major economic shifts (exchange

rates, materials prices, labor costs…)

• Government regulations

• Social trends

• ...

(30)

Modeling uncertain cash flows using net present

value analysis

• Example

– Analyzing scenarios

– There are different scenarios for an outcome – The probability to each scenario can be

defined

– The present value to each scenario can be defined

– If there are two scenarios A and B, PA and PB,

probabilities, PVA and PVB present values, then NPV=P *PV +P *PV , ahol P +P =1

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