USING OPERATIONS�TO CREATE VALUE
CHAPTER 1
ENG. SAIF SALEH ALZYOUD
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1-1
WHAT IS OPERATIONS MANAGEMENT?
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OPERATIONS MANAGEMENT
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WHAT IS SUPPLY CHAIN MANAGEMENT?
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SUPPLY CHAIN MANAGEMENT
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ROLE OF OPERATIONS IN AN ORGANIZATION
Integration between Different Functional Areas of a Business
Figure 1.1
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HOW PROCESSES WORK
Figure 1.2
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HOW PROCESSES WORK
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NESTED PROCESSES
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SERVICE AND MANUFACTURING PROCESSES
More like a manufacturing process
More like a service process
Differ Across Nature of Output and Degree of Customer Contact
Figure 1.3
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A SUPPLY CHAIN VIEW
Each activity in a process should add value to the preceding activities; waste and unnecessary cost should be eliminated.
Figure 1.4
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THE SUPPLY CHAIN VIEW
Figure 1.4
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THE SUPPLY CHAIN VIEW
Figure 1.4
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THE SUPPLY CHAIN VIEW
Figure 1.4
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THE SUPPLY CHAIN VIEW
Figure 1.4
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THE SUPPLY CHAIN VIEW
Support Processes - Processes like Accounting, Finance, Human Resources, Management Information Systems and Marketing that provide vital resources and inputs to the core processes
Figure 1.4
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SUPPLY CHAIN PROCESS
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OPERATIONS STRATEGY
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OPERATIONS STRATEGY
Corporate Strategy
Market Analysis
Competitive Priorities
New Service/
Product Development
Operations Strategy
Decisions
Competitive Capabilities
Performance Gap?
No
Yes
Figure 1.5
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CORPORATE STRATEGY
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MARKET ANALYSIS
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COMPETITIVE PRIORITIES AND CAPABILITIES
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COMPETITIVE CAPABILITIES �
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ORDER WINNERS AND QUALIFIERS
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ORDER QUALIFIERS�
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ORDER WINNERS AND QUALIFIERS
COST | Definition | Process Considerations | Example |
| Delivering a service or a product at the lowest possible cost | Processes must be designed and operated to make them efficient | Costco |
QUALITY | | | |
| Delivering an outstanding service or product | May require a high level of customer contact and may require superior product features | Rolex |
| Producing services or products that meet design specifications on a consistent basis | Processes designed and monitored to reduce errors and prevent defects | McDonald’s |
Table 1.3
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ORDER WINNERS AND QUALIFIERS
TIME | Definition | Process Considerations | Example |
| Quickly filling a customer’s order | Design processes to reduce lead time | Netflix |
| Meeting delivery-time promises | Planning processes used to increase percent of customer orders shipped when promised | United Parcel Service (UPS) |
| Quickly introducing a new service or a product | Cross-functional integration and involvement of critical external suppliers | Zara |
Table 1.3
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ORDER WINNERS AND QUALIFIERS
FLEXIBILITY | Definition | Process Considerations | Example |
| Satisfying the unique needs of each customer by changing service or product designs | Low volume, close customer contact, and easily reconfigured | Ritz Carlton |
| Handling a wide assortment of services or products efficiently | Capable of larger volumes than processes supporting customization | Amazon.com |
| Accelerating or decelerating the rate of production of services or products quickly to handle large fluctuations in demand | Processes must be designed for excess capacity and excess inventory | The United States Postal Service (USPS) |
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RELATIONSHIP OF ORDER WINNERS TO COMPETITIVE PRIORITIES
Figure 1.6
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RELATIONSHIP OF ORDER QUALIFIERS TO COMPETITIVE PRIORITIES
Figure 1.6
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OPERATIONS STRATEGY
OPERATIONS STRATEGY ASSESSMENT OF THE BILLING AND PAYMENT PROCESS | ||||
Competitive Priority | Measure | Capability | Gap | Action |
Low-cost operations |
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Consistent quality |
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Delivery speed |
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Volume flexibility |
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ADDRESSING THE TRENDS AND CHALLENGES IN OPERATIONS MANAGEMENT
Measuring Productivity :
The Role of Management
Output
Input
Productivity =
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EXAMPLE 1.1
a. Three employees process 600 insurance policies in a week. They work 8 hours per day, 5 days per week.
Labor productivity =
Policies processed
Employee hours
Calculate the Productivity for the following operations:
= = 5 policies/hour
600 policies
(3 employees)(40 hours/employee)
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EXAMPLE 1.1
Multifactor productivity =
Value of output
Labor cost + Materials cost
+ Overhead cost
= = = 2.35
(400 units)($10/unit)
$400 + $1,000 + $300
$4,000
$1,700
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APPLICATION 1.1
| ||
| factory unit sales | |
| employment | |
| This Year | Last Year | Year Before Last |
Factory unit sales | 2,762,103 | 2,475,738 | 2,175,447 |
Employment (hrs) | 112,000 | 113,000 | 115,000 |
Sales of manufactured products ($) | $49,363 | $40,831 | — |
Total manufacturing cost of sales ($) | $39,000 | $33,000 | — |
This Year | ||
| $49,363 | = 1.27 |
| $39,000 | |
Last Year | ||
| 2,475,738 | = 21.91/hr |
| 113,000 | |
Year Before Last | ||
| 2,175,447 | = $18.91/hr |
| 115,000 | |
This Year | ||
| 2,762,103 | = 24.66/hr |
| 112,000 | |
| ||
| sales of mfg products | |
| total mfg cost | |
Last Year | ||
| $40,831 | = 1.24 |
| $33,000 | |
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ADDRESSING THE TRENDS AND CHALLENGES IN OPERATIONS MANAGEMENT
Global Competition
Ethical, Workforce Diversity, and Environmental Issues
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SOLVED PROBLEM 1
Student tuition at Boehring University is $150 per semester credit hour. The state supplements school revenue by $100 per semester credit hour. Average class size for a typical 3-credit course is 50 students. Labor costs are $4,000 per class, material costs are $20 per student per class, and overhead costs are $25,000 per class.
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SOLVED PROBLEM 1
Value of output =
50 student
class
$150 tuition +
$100 state support
credit hour
3 credit hours
student
Value of inputs = Labor + Materials + Overhead
= $37,500/class
= $4,000 + ($20/student × 50 students/class) + $25,000
= $30,000/class
= = 1.25
$37,500/class
$30,000/class
Output
Input
Multifactor�productivity
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SOLVED PROBLEM 1
Labor hours of input =
14 hours
week
16 weeks
class
Labor productivity =
$37,500/class
224 hours/class
Output
Input
= 224 hours/class
= $167.41/hour
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SOLVED PROBLEM 2
Natalie Attire makes fashionable garments. During a particular week employees worked 360 hours to produce a batch of 132 garments, of which 52 were “seconds” (meaning that they were flawed). Seconds are sold for $90 each at Attire’s Factory Outlet Store. The remaining 80 garments are sold to retail distribution at $200 each.
What is the labor productivity ratio of this manufacturing process?
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SOLVED PROBLEM 2
Labor productivity =
$20,680
360 hours
Output
Input
Labor hours of input = 360 hours
Value of output = (52 defective × 90/defective)
+ (80 garments × 200/garment)
= $20,680
= $57.44 in sales per hour
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