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7/28/2019 Introduction Mth1022
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Module : Mathematics 2
Module Code : MTH1022Credit hours : 2 hours
Contact hours: 3 hours per week
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MODULE INFORMATION
Module Outcomes:
MO1Identify basic mathematical concepts, skills and
mathematical techniques for algebra, calculus and data
handling.MO2
Apply the mathematical calculations, formulas, statistical
methods and calculus techniques for problem solving in
industry.MO3 Analyse calculus and statistical problems in industry.
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Topics
1.0 Polynomials [MO1]
1.1 Polynomials
1.2 Algebra of polynomials
1.3 The Remainder Theorem
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2.0 Matrices and Systems of Linear Equations [MO1, MO2]
2.1 Introduction of Matrices2.2 Types of Matrices
2.2 Equality of Matrices
2.3 Operations of Matrices
2.4 Transpose of Matrix
2.5 Determinant of Matrix (2x2 and 3x3)2.6 System of Linear Equations with Three Variables
3.0 Introduction To Calculus [MO1, MO2, MO3]
3.1 Rules of Differentiation
3.2 Basic Integration of Functions
3.3 Application of Differentiation & Integration
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4.0 Presenting Data [MO1, MO2, MO3]
4.1 Organizing data
ungroup and group data4.2 Frequency Distributions
4.3 Charts and graphic presentation
5.0 Measure of Central Tendency and Measures of Dispersion
[MO1, MO2, MO3]5.1 Measurement of central tendency mean, median and
mode for ungroup data and group data
5.2 Relationships between mean, median and mode -skewness
5.3 Measurement of dispersion
range, variance andstandard deviation
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6.0 Correlation and Regression [MO1, MO2, MO3]6.1 Introduction to correlation
6.2 Scatter Diagram
6.2 The coefficient of correlation and determination
6.3 Simple Linear Regression
7.0 Basic Probability [MO1, MO2, MO3]
7.1 Basic Probability Concepts
7.2 Rules of Probability
7.3 Contingencies table and tree diagram
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8.0 Probability Distributions [MO1, MO2, MO3]
8.1 Introduction to Random Variables
8.2 Discrete Random Variables
8.3 Continuous Random Variables
8.4 Normal Distributions
8.5 Distribution of the sample mean
8.6 Hypothesis testing : null and alternative
hypothesis ; one and two tailed test8.7 Tests of significance of a sample mean
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Formative ( Continuous Assessment) 60%
Summative (Final Examination) 40%
100%
Continuous (Formative) Assessment
1. Tests (consist of 2 tests) 20% (10% for each Test)
2. Quizez 10%
3. Assignment 30%
Total 60%
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A minimum 40% of the aggregate
marks will be required for asuccessful completion of the module
OR minimum Grade D and above.
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Class Interval Grade Point Value
80 -100 A 4.00
75 79 A- 3.67
70 74 B+ 3.33
65
69 B 3.00
60 64 B- 2.67
55 59 C+ 2.33
50
54 C 2.00
45 49 C- 1.67
40 44 D 1.00
0 - 39 F 0.00
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CLASS RULES AND
REGULATIONS0 Students are required to come to class on time
everyday. Late comer (more than 15 minutes) will not
permitted to enter the class. Especially late comers
without any valid reason will not be allowed to enter
class .
0 If you have to attend late for the classes, you must
inform at least to one of your classmates and better
inform the lecturer directly.
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CONT
0 Absentees should write a letter for the reason of absent.
0 Without the letter, that student might face being barred
from the final exam.
0 When a student been barred from final exam, that studentwill have to repeatthe whole module in the next semester.Therefore, additional fees will be charged to the student.
0 Students MUST complete all assignments, NO LATEWORK WILL BE ACCEPTED.
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CONT
0 Students must bring their textbooks, notebooks, pens,
and pencils to class everyday.
0
Student are compulsory to bring flash/thumb drive topractical classes, fail to do so you will be asked to leave
the class for lack of commitment.
0 Failure to do so will result in a failing class participation
grade for that day.
0 Do not the litter in the class. Please pick up the rubbish
and throw it in dustbin.
0 Students cannot miss more than 20% classroom hours in
one semester. 19
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CONT
0 It means:
04 hours of absent without reason= 10% ( )
0 6 hours of absent without reason
= 15% ( )
0 3 classes of absent without reason
= 20% ( )
20
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MATHEMATICS ISNOT DIFFICULT
SO ENJOY YOU
LESSON!!
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Mathematics are well and
good but nature keeps
dragging us around by thenose. ~Albert Einstein
THANK YOU