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AMAT111: Calculus I

Lecturer: Dr Savvas Pericleous


This is the home page for the course AMAT111_1.

Here you will find a course outline and the timetable of the course, class anouncements, and other related material. You are requested to check this site regularly.

 

AMAT111 (Group 1) Fall 2018 Timetable
Day
Hour (Period)
Room
Thursday
12:50-13:40 (5)
R28
Thursday
14:00-14:50 (6)
R28
Friday
11:50-12:40 (4)
R22

Class Anouncements for AMAT111 - Group 1 (Engineering students)


  • Test 1 will take place on Friday, 9th of November 2018.
    • Examinable material: Quadratic, and Absolute Value Functions, Exponential, Logarithmic, and Trigonometric Functions, Exponential equations with common base, Logarithms, Limits and Continuity of Functions (--> see Review Problems 1 below).


 

 

AMAT111 (Group 3) Fall 2018 Timetable
Day
Hour (Period)
Room
Wednesday
11:50-12:40 (4)
R23
Friday
08:30-09:20 (1)
R22
Friday
09:30-10:20 (2)
R22

Class Anouncements for AMAT111 - Group 3 (Engineering students)

 

  • Test 1 will take place on Wednesday, 14th of November 2018.
    • Examinable material: Quadratic, and Absolute Value Functions, Exponential, Logarithmic, and Trigonometric Functions, Exponential equations with common base, Logarithms, Limits and Continuity of Functions (--> see Review Problems 1 below).


Description
Material to be downloaded (pdf files)


Here you will find the syllabus of the course, the assessment method and recommended textbooks



Handouts to make the course material easier to comprehend. Include worked examples.



Handout 1: Graph of quadratic functions

Handout 2: Limits and Continuity

Handout 3: Basic Differentiation Formulas

Handout 4: Sign Table construction





Homework exercises:

You are strongly encouraged to attempt these exercises, although you are not required to hand in your answers


Homework 1
: AbsoluteValues and QuadraticEquations

Homework 2: Exponential Equations

Homework 3: Logarithmic Functions and Equations

Homework 4: Limits and Continuity of Functions

Homework 5: Simple Differentiation

Homework 6: Differentiation Rules

Homework 7: Implicit and Parametric Differentiation

Homework 8: Applications of Differentiation

Homework 9: Simple Integrals




Review Problems:

To prepare students for test and final exam



Review Problems for Test 1

Review Problems for Test 2


 


If you have any comments or queries concerning this page, contact:

Savvas Pericleous
Department of Computer Science and Engineering
Frederick University Cyprus
7 Yianni Frederickou Str., Pallouriotissa,
Nicosia 1036, Cyprus

e-mail :

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