1

Lecturer:Pn. Siti Norlina Binti Ab Sani Session :Jun 2012

Department :Mathematics, Science & Computer Programme :DEM 3B

Code & Name of Course: BA 301 – Engineering Mathematics 3

Week (Scheduled On Hours)

Topic(s) and Outcomes T & L

Activities Types of

Assessment

1 STUDENT’S REGISTRATION

2

16.07.2012

& 18.07.2012

L : 2 T : 1

1.0 DESCRIPTIVE STATISTICS

1.1 Know the basic of statistics.

1.1.1 Explain fundamental statistical concepts. 1.1.2 Interpret several forms of data

presentation such as line graphs, bar chart and pie chart.

1.2 Understand frequency distribution.

1.2.1 Find the range of data. 1.2.2 Determine class size and class interval 1.2.3 Identify lower and upper class limit 1.2.4 Determine upper and lower class

boundary 1.2.5 Determine marks class (midpoint) 1.2.6 Construct frequency table 1.2.7 Draw histogram and frequency polygon

Lecture,Discussion, Question & Answer, Problem

Solving Activities

3

23.07.2012

& 25.07.2012

L : 2 T : 1

1.3 Compute Measures of Central Tendency

1.3.1 Calculate mean, median and mode for grouped data and ungrouped data using formula.

1.3.2 Determine modal class from frequency table for group data

1.3.3 Determine mode from histogram for group data

Lecture,Discussion, Question & Answer, Problem

Solving Activities

4

30.07.2012

& 01.08.2012

L : 2 T : 1

1.4 Understand cumulative frequency distribution .

1.4.1 Prepare cumulative frequency table. 1.4.2 Draw ogive. 1.4.3 Estimate median,quartile,interquartile

range , deciles and percentiles from ogive.

Lecture,Discussion,

Question & Answer, Problem Solving Activities

Quiz 1

2

5

06.08.2012 &

08.08.2012

L : 2 T : 1

1.5 Compute Measures of Dispersion for sample.

1.5.1 Calculate mean deviation. 1.5.2 Calculate variance 1.5.3 Calculate standard deviation

Lecture,Discussion, Question & Answer, Problem

Solving Activities

6

13.08.2012 &

15.08.2012

L : 2 T : 1

2.0 AREA OF IRREGULAR SHAPES 2.1 Compute area of irregular shapes.

2.1.1 Determine planar surface area of irregular shapes using Trapeziuml rules.

Lecture,Discussion,

Question & Answer, Problem Solving Activities

Tutorial Exercise 1

MID SEMESTER BREAK I (20.08.2012-24.08.2012)

7

27.08.2012

& 29.08.2012

L : 2 T : 1

2.1.2 Determine planar surface area of irregular

shapes using Simpson’s rules.

Lecture,Discussion,

Question & Answer, Problem Solving Activities

Group Discussion1

8

03.09.2012 &

05.09.2012

L : 2 T : 1

3.0 PROGRESSION. 3.1 Understand the characteristics of Arithmetic

Progression (A.P). 3.1.1 Recognize the first term of an A.P 3.1.2 Recognize common difference of an A.P.

3.2 Apply Arithmetic Progressions formula.

3.2.1 Determine value of nth term of an A.P 3.2.2 Determine sum of the first nth term of an A.P 3.2.3 Calculate the arithmetic mean. 3.2.4 Solve problem related to A.P.

Lecture,Discussion, Question & Answer, Problem

Solving Activities

Theory Test 1

9

10.09.2012 &

12.09.2012

L : 2 T : 1

3.3 Understand the characteristics of Geometric

Progressions (G.P). 3.3.1 Recognize the first term of an G.P 3.3.2 Recognize common ratio of an G.P

Lecture,Discussion, Question & Answer, Problem

Solving Activities Tutorial excercise 2

10

17.09.2012 &

19.09.2012

3.4 Apply Geometric Progression formula.

3.4.1 Determine value of nth term of an G.P 3.4.2 Determine sum of the first nth term of an G.P 3.4.3 Calculate the sum to infinity of a G.P 3.4.4 Calculate the geometric mean. 3.4.5 Solve problem related to G.P

Lecture,Discussion, Question & Answer, Problem

Solving Activities

3

L : 2 T : 1

11

24.09.2012 &

26.09.2012

L : 2 T : 1

4.0 MATRICES 4.1 Know characteristics of matrices.

4.1.1 State the definition of a matrix. 4.1.2 Describe a matrix notations and matrix formatting 4.1.3 Types of matrices

4.2 Apply basic operation on matrices

4.2.1 Solve the equality of matrices 4.2.2 State the properties of addition and subtraction

End of Chapter

12

01.10.2012 &

03.10.2012

L : 2 T : 1

4.2.3 Perform addition and Subtraction of matrices

4.2.4 State the properties of multiplication 4.2.5 Compute multiplication of a matrix:

a. multiplication with scalar. b. multiplication of matrix.

4.2.6 State the properties of transposition 4.2.7 Determine the transpose of a matrix

Lecture,Discussion, Question & Answer, Problem

Solving Activities

13

08.10.2012 &

10.10.2012

L : 2 T : 1

4.3 Know the inverse matrices (up to 3x3)

4.3.1 Obtain: a. the determinant of a matrix b. the minor of a matrix. c. the cofactor of a matrix. d. an adjoint of a matrix

4.3.2 Find the inverse for square

Matrices.

Lecture,Discussion, Question & Answer, Problem

Solving Activities Group Discussion 2

14 15.10.2012

& 17.10.2012

L : 2 T : 1

4.4 Solve simultaneous linear equation up to 3 variables. 4.4.1 Use inverse matrices. 4.4.2 Use Cramer’s Rule

Lecture,Discussion, Question & Answer, Problem

Solving Activities

15 22.10.2012

& 24.10.2012

L : 2 T : 1

5.0 NUMERICAL METHOD 5.1 Construct solution of linear equations.

5.1.1 Use Gaussian Elimination method 5.1.2 Use LU Decomposition with Crout method.

Lecture,Discussion, Question & Answer, Problem

Solving Activities Theory Test 2

4

ASSESSMENT OF BA301 :

CONTINUOUS ASSESSMENT (CA) : 50%

FINAL EXAMINATION (FE) : 50%

Item of CA :

(i) Quiz (1) = 10%

(ii) Tutorial Exercise (1-3) = 25%

(iii) Group Discussion (1-2) = 15%

(iv) Theory Test (1-2) = 30%

(v) End Of Chapter (1) = 20%

16

29.10.2012 &

31.10.2012 L : 2 T : 1

5.1.3 Apply using LU Decomposition with Doolittle method

5.1.4 Apply using LU Decomposition with Cholesky method

Lecture,Discussion, Question & Answer, Problem

Solving Activities Tutorial Exercise 3

17 05.11.2012

& 07.11.2012

L : 2 T : 1

5.2 Construct solution of non-linear equations:

5.2.1 Use the fix point iteration method 5.2.2 Use the Newton – Raphson method.

Lecture,Discussion, Question & Answer, Problem

Solving Activities

MID SEMESTER BREAK II

(12.11.2012-16.11.2012)

FINAL EXAM

(17.11.2.12-24.11.2012)

SEMESTER BREAK JUN SESSION 2012 (26.11.2012 – 14.12.2012)