final mob syllabus

8/2/2019 Final Mob Syllabus

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SYLLABUS

Faculty : Economics

Program : Management

Unit : Mathematics for Business

Code :

Credits : 3 (classroom hours)

Semester : 1

Prerequisite : -

Lecturer : Suresh Kumar

Content : The students can apply the mathematics tools to solve business problems

Objectives

Upon completion of this course, students are expected to be able to:

1To construct mathematical equation from given problems

2 To differentiate between linear equations, quadratic equations and somepolynomial equations

3 To construct data presentation from linear, quadratic and polynomialequations into matrix algebraic

4To sketch linear and quadratic graphics

5 To construct Maximum and Minimum values of quadratic functionsapplication

6To analyze maximum and minimum profit with marginal analysis

7To solve integration application problems

8To determine the area indicated in figure through integration method

Learning Activities / Classroom Policy

Students are required to be in class and to actively participate in class instructions. Students

will complete a mid-term exam (classroom examination), four term exams, and a final

project. Students must attend 80% of the class attendance. For those who fail to attend the

class more than 3 times are considered fail and will get straight E.

Make-up Tests

1


2/7

Make-up tests will be arranged only in cases of illness, emergencies, or

absolutely unavoidable situations. Students must explain such situationswith appropriate supporting documents to justify a make-up test.

Evaluation

Assignments Week due Percentage

Term Exam 1 Week # 3 5%




Mid-Term Exam Week # 7 40%

Final Exam Week # 14 40%

Total 100%

Grading Policy

A 85-100

B 70-84

C 60-69

D 55-59

E


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Course Schedule

Matrix

Week Topics / Sub Topics Objectives Assignments

and

Assessments

Source

1 Introduction to the

course

Linear Equation Characteristics of

Linear Equations

Graphical

Characteristics

Slope-Intercept Form

Determining the

Equations of a Straight

Line

Linear Equations

Involving more than

Two Variables

Additional Applications

Students are able :

To determine theequation which

represents a linear

relationship

To graph the linear

equations

To solve a variety

of application of

linear application

Budnick

Section 2.1No. 24, 25, 26,

29, 30

Section 2.3

No. 25, 26

Section 2.4

No. 1, 3, 7, 9,

23, 27, 31, 32,

34, 35, 37, 39

Section 2.6

No. 7, 9

Budnick

Ch 02

2 Two Variable Systems

of Equations

Elimination Method

Graphical analysis More than 2 Variables

Students are able :

To solve two or

more variable

systems of

equation using

Budnick

Section 3.1

No. 11, 13, 15,

17, 19, 29, 31,

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Ch 03

3


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Selected Application elimination and

graphicallyanalysis

To interpret the

result

33

Example 16,

17, 18, 19

Section 3.4

No. 7

3 Term Exam 1

Linear Function Applications

Linear Cost Functions

Linear RevenueFunctions

Linear Profit Functions

Week 1 and 2

Students are able :

To identify total

costs in terms of

total variable cost

and total fixed cost

To compute total

revenue

To construct the

profit function

To interpret the

result

Essay Test

Budnick

Ch 05

4 Linear Function Applications

Straight-Line

Depreciation

Linear Demand

Functions

Linear Supply

Functions

Market Equilibrium

Break-Even Analysis

Students are able :

To construct thelinear function

To sketch the

linear function

To analyze the

market equilibrium

prices trough the

supply and demand

functions

To analyze the

profitability of a

firm through

Budnick

Section 5.2

No. 1, 3, 7, 11,

13, 19

Section 5.3

No. 6, 9, 10,

11, 13

Budnick

Ch 05

4


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Break-Even

Analysis To interpret the

result

5 Quadratic Functions

Definition

Graphical

Representation

Applications

Quadratic Revenue

Functions Quadratic Supply

Functions

Quadratic Demand

Functions

Supply Demand

Equilibrium

Polynomial Functions

Students are able :

To identify

quadratic functions

To construct the

quadratic equation To sketch the

quadratic functions

To solve

polynomial

functions

Budnick

Section 6.1

No. 1, 5, 17,

19, 33, 35

Section 6.2

No. 1, 3, 7, 9,13, 14

Budnick

Ch 06

6 Term Exam 2

Review :

Linear Application

Quadratic Application

Week 3 and 4

7 MIDTEST

8 Matrix Algebra

Matrix Operations

The Determinant The Inverse of Matrix

Selected Application

Students are able :

To summarize and

display numbers or

data

To rearrange the

data elements in a

matrix through

transpose of a

matrix

To construct matrix

operations such asaddition,

Budnick

Section 9.2

No. 3, 7, 9

Section 9.3

No. 9, 21, 23,

25, 37, 39, 41,

45

Section 9.4

No. 3, 9

Section 9.5

No. 5, 7

Budnick

Ch 09

5


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subtraction,

multiplication To construct matrix

representation of

system of

equations

To compute a real-

valued number of a

square matrix

To determine the

inverse of a matrix

Section 9.6

No. 1, 3, 7, 11

9 Differentiation

Rules of Differentiation

Higher-Order

Derivatives

Identification of

Maxima and Minima

Students are able :

To identify the maximum

and minimum values

Budnick

Section 15.5

No. 5, 9, 27,

35

Section 15.6

No. 39, 47

Section 15.8

No. 11, 15, 27

Section 16.2

No. 1, 15, 29

Budnick

Ch 15

and Ch

16

10 Optimization Applications:

Revenue Application

Cost Application

Profit Application

Marginal Approach to

Profit Maximization

Real Estate Application

Welfare Management

Compensation Planning

Elasticity of Demand

Students are able :

To construct

maximum revenue To construct

minimum cost

To construct

maximum profit

To analyze

maximum profit

through marginal

analysis

Budnick

Section 17.1

No. 1, 3, 13,

15, 19, 23

Budnick

Ch 17

6


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11 Term Exam 3

Integral Calculus

The rules of integration

Other techniques of

Integration

Week 9 and 10

Students are able :

To solve

integration

problems using

different

techniques

Budnick

Section 18.2

No. 9, 17, 21

Section 18.3

No. 13, 15, 23

Section 18.4

No. 9, 11, 15,

17

Budnick

Ch 18

12 Integral Calculus: Applications

Definite Integrals

Definite Integrals and

Areas

Applications of Integral

Calculus

Students are able :

To solve definite

integrals

To determine the

area indicated in a

figure

Budnick

Section 19.1

No. 23, 25, 27,

51, 53, 57

Section 19.2

No. 1, 3, 5

Section 19.4

No. 1, 7, 9, 11

Budnick

Ch 19

13 Term Exam 4

Review:

Matrix

Differentiation

Integral Calculus

Week 11 and 12

14 FINALTEST Evaluation

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