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Presentation on
Management Science
KEEN ORBITKEEN ORBIT
Presented to
S M Salamotullah Bhuiyan
Adjunct Professor,
FBA, USTC
Name of group members
Md. Abdul Motaleb
Roll- 1126
Md. Omar Faruq
Roll- 1120
Md. Jahirul Islam
Roll- 1128
Suhail Mahmud Shakil
Roll- 1121
Shanjida Afroz
Roll- 1119
Mehedi Hasan
Roll-1114
What is Management Science?
Management science (MS), is an interdisciplinary
branch of applied science including
mathematical modeling;
Engineering;
Statistics; and
algorithms
improve an organization's ability to enact rational
and meaningful management decisions.
The discipline is typically concerned with maximizing
profit, assembly line performance, crop yield,
bandwidth, etc. or minimizing expenses, loss, risk,
etc.
Applications
Applications of management science are abundant in industry
such as airlines, manufacturing companies, service organizations,
military branches, and in government. The range of problems and
issues to which management science has contributed insights and
solutions is vast. It includes:
scheduling airlines, both planes and crew,
deciding the appropriate place to place new facilities such as a
warehouse or factory,
managing the flow of water from reservoirs,
identifying possible future development paths for parts of the
telecommunications industry,
establishing the information needs and appropriate systems to
supply them within the health service, and
identifying and understanding the strategies adopted by
companies for their information systems.
Linear programming
Linear programming (LP; also
called linear optimization)
ois a method to achieve the best
outcome (such as maximum profit
or lowest cost) in a mathematical
model whose requirements are
represented by linear
relationships.
ois a special case of
mathematical
programming (mathematical
optimization).
Linear programming is used to solve
problems in many aspects of business
administration including:
Linear programming in Business
• Linear programming methods
to determine the best ways to
increase profits and decrease
operational costs.
• Linear programming methods
enable businesses to identify
the solutions they want for their
operational problems,
• Define the issues that may
alter the desired outcome and
• Figure out an answer that
delivers the results they seek.
Linear programming in Business
Production Planning
Linear programming methods
are often helpful at solving
problems related to production.
For instance, a custom
furniture shop that makes chairs
and tables can calculate how
many of each item they must sell
to maximize their profits by
looking at the numbers of each
item previously sold and their
prices.
Linear programming in Business
 Marketing Mix
• A key aspect of marketing strategy is the
"marketing mix." The marketing mix
determines how much of a company's
marketing budget will go toward various
advertising and marketing channels by
linear programming.
 For example, the custom furniture store
can use a linear programming method to
examine how many leads come from TV
commercials, newspaper display ads and
online marketing efforts. The solution will
also compare the relative prices of each
medium to find the most economical mix.
Linear programming in Business
 Product Distribution
• Manufacturers and
distributors can use linear
programming methods to
solve distribution problems.
• These models can also
ensure that warehouses
maintain an optimal amount
of each product in stock as
demand fluctuates.
Personnel Assignments
Human resources planners can use linear
programming methods to determine
when to hire more workers,
which skill sets the company needs and
how much they can offer in compensation.
also be used to anticipate times of
increased demand for available workers.
For example, a department store can use
linear programming methods to calculate
how many new hires they will make for the
busy holiday shopping season, as well as
which departments will see higher traffic
and require more staff.
Charactaristics of Linear programming
 Branch of mathematics
 Branch statistics
 To determine solutions to
problems of optimization.
Linear programming
problems are distinctive
 An extremely useful field
ranging from logistics to
industrial planning.
Charactaristics
• Optimization
 All linear programming
problems are problems of
optimization means either
maximize or minimize some
value.
Charactaristics
• Linearity
 As the name hints, linear programming problems all
have the trait of being linear.
 Linearity does not, however, mean that the functions
of a linear programming problem are only of one
variable.
 Linearity allows the variables to relate to each other
as coordinates on a line, excluding other shapes and
curves.
Charactaristics
• Objective Function
The result of a linear
programming problem will be
given in terms of the objective
function.
Charactaristics
• Constraints
All linear programming problems have
constraints on the variables inside the
objective function. These inequalities define
how the objective function can be
maximized or minimized, as together they
determine the "domain" in which an
organization can make decisions about
resources.
Advantages
 Linear programming has a
versatile technique that can be
used to represent a number of
real-world situations.
 Businesses use techniques to
solve problems that involve
multiple variables and
constraints.
 The use of computers has made
this technique easier to apply.
 Linear programming is one of the
widely used modeling techniques.
Limitation
 The linear programming approach
is based on an assumption that
the world is linear. In the real
world, this is not always the case.
 There are certain ways of mixing
the inputs that a linear
programming approach doesn't
permit.
 Linear models also don't account
for factors such as increased
production efficiency as the level
of production rises.
Assumption of Linearity
Limitation
Fractional Values
 The linear programming model
assumes that inputs and outputs can
be fractional.
 If even one variable involved has to be
in integer form, linear programming is
not a suitable technique.
Thank You

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Management Science PPT

  • 1. Presentation on Management Science KEEN ORBITKEEN ORBIT Presented to S M Salamotullah Bhuiyan Adjunct Professor, FBA, USTC
  • 2. Name of group members Md. Abdul Motaleb Roll- 1126 Md. Omar Faruq Roll- 1120 Md. Jahirul Islam Roll- 1128 Suhail Mahmud Shakil Roll- 1121 Shanjida Afroz Roll- 1119 Mehedi Hasan Roll-1114
  • 3. What is Management Science? Management science (MS), is an interdisciplinary branch of applied science including mathematical modeling; Engineering; Statistics; and algorithms improve an organization's ability to enact rational and meaningful management decisions. The discipline is typically concerned with maximizing profit, assembly line performance, crop yield, bandwidth, etc. or minimizing expenses, loss, risk, etc.
  • 4. Applications Applications of management science are abundant in industry such as airlines, manufacturing companies, service organizations, military branches, and in government. The range of problems and issues to which management science has contributed insights and solutions is vast. It includes: scheduling airlines, both planes and crew, deciding the appropriate place to place new facilities such as a warehouse or factory, managing the flow of water from reservoirs, identifying possible future development paths for parts of the telecommunications industry, establishing the information needs and appropriate systems to supply them within the health service, and identifying and understanding the strategies adopted by companies for their information systems.
  • 5.
  • 6. Linear programming Linear programming (LP; also called linear optimization) ois a method to achieve the best outcome (such as maximum profit or lowest cost) in a mathematical model whose requirements are represented by linear relationships. ois a special case of mathematical programming (mathematical optimization).
  • 7. Linear programming is used to solve problems in many aspects of business administration including:
  • 8. Linear programming in Business • Linear programming methods to determine the best ways to increase profits and decrease operational costs. • Linear programming methods enable businesses to identify the solutions they want for their operational problems, • Define the issues that may alter the desired outcome and • Figure out an answer that delivers the results they seek.
  • 9. Linear programming in Business Production Planning Linear programming methods are often helpful at solving problems related to production. For instance, a custom furniture shop that makes chairs and tables can calculate how many of each item they must sell to maximize their profits by looking at the numbers of each item previously sold and their prices.
  • 10. Linear programming in Business  Marketing Mix • A key aspect of marketing strategy is the "marketing mix." The marketing mix determines how much of a company's marketing budget will go toward various advertising and marketing channels by linear programming.  For example, the custom furniture store can use a linear programming method to examine how many leads come from TV commercials, newspaper display ads and online marketing efforts. The solution will also compare the relative prices of each medium to find the most economical mix.
  • 11. Linear programming in Business  Product Distribution • Manufacturers and distributors can use linear programming methods to solve distribution problems. • These models can also ensure that warehouses maintain an optimal amount of each product in stock as demand fluctuates.
  • 12. Personnel Assignments Human resources planners can use linear programming methods to determine when to hire more workers, which skill sets the company needs and how much they can offer in compensation. also be used to anticipate times of increased demand for available workers. For example, a department store can use linear programming methods to calculate how many new hires they will make for the busy holiday shopping season, as well as which departments will see higher traffic and require more staff.
  • 13. Charactaristics of Linear programming  Branch of mathematics  Branch statistics  To determine solutions to problems of optimization. Linear programming problems are distinctive  An extremely useful field ranging from logistics to industrial planning.
  • 14. Charactaristics • Optimization  All linear programming problems are problems of optimization means either maximize or minimize some value.
  • 15. Charactaristics • Linearity  As the name hints, linear programming problems all have the trait of being linear.  Linearity does not, however, mean that the functions of a linear programming problem are only of one variable.  Linearity allows the variables to relate to each other as coordinates on a line, excluding other shapes and curves.
  • 16. Charactaristics • Objective Function The result of a linear programming problem will be given in terms of the objective function.
  • 17. Charactaristics • Constraints All linear programming problems have constraints on the variables inside the objective function. These inequalities define how the objective function can be maximized or minimized, as together they determine the "domain" in which an organization can make decisions about resources.
  • 18. Advantages  Linear programming has a versatile technique that can be used to represent a number of real-world situations.  Businesses use techniques to solve problems that involve multiple variables and constraints.  The use of computers has made this technique easier to apply.  Linear programming is one of the widely used modeling techniques.
  • 19. Limitation  The linear programming approach is based on an assumption that the world is linear. In the real world, this is not always the case.  There are certain ways of mixing the inputs that a linear programming approach doesn't permit.  Linear models also don't account for factors such as increased production efficiency as the level of production rises. Assumption of Linearity
  • 20. Limitation Fractional Values  The linear programming model assumes that inputs and outputs can be fractional.  If even one variable involved has to be in integer form, linear programming is not a suitable technique.
  • 21.