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This is a basic course on Calculus which introduces you to the fundamental mathematical skills required to complete a first course on Calculus.

Factoring and division, sets and set operations, reasoning and proof, functions and graphs and equations and inequalities which are the basic Pre-calculus requisites necessary for an advanced Degree will be taught in this course.

This is a course which will not bore you with the history of math but the fun of it.

Assessment

This course does not involve any written exams. Students need to answer 5 assignment questions to complete the course, the answers will be in the form of written work in pdf or word. Students can write the answers in their own time. Each answer need to be 200 words (1 Page). Once the answers are submitted, the tutor will check and assess the work.

Certification

Edukite courses are free to study. To successfully complete a course you must submit all the assignment of the course as part of assessment. Upon successful completion of a course, you can choose to make your achievement formal by obtaining your Certificate at a cost of £49.

Having an Official Edukite Certification is a great way to celebrate and share your success. You can:

  • Add the certificate to your CV or resume and brighten up your career
  • Show it to prove your success

 

Course Credit: University of Padova

Course Curriculum

1.1 Alberto and Carlo explain the course structure 00:02:00
1.2 Integers 00:06:00
1.3 Integers in practice 00:07:00
1.4 Discussion in practice Gauss sum 00:05:00
1.5 Rational numbers 00:08:00
1.6 Rational numbers in practice 00:05:00
1.7 Absolute value 00:06:00
1.8 Absolute value in practice 00:10:00
1.9 An induction proof 00:06:00
1.10 An induction proof in practice 00:05:00
2.1 The function concept 00:07:00
2.2 The function concept in practice 00:07:00
2.3 The graph of a function 00:06:00
2.4 Geometry of graphs Monotonicity and symmetry 00:05:00
2.5 Geometry of graphs Odd functions, asymptotes and translation 00:06:00
2.6 The graph of a function in practice 00:07:00
2.7 Integer powers 00:06:00
2.8 Integer powers in practice 00:04:00
2.9 Roots and radicals 00:05:00
2.10 Roots and radicals in practice 00:04:00
2.11 Simplifying radicals 00:06:00
2.12 Simplifying radicals in practice 00:06:00
2.13 Rational powers 00:06:00
2.14 Rational powers in practice 00:10:00
3.1 Polynomial and identities 00:07:00
3.2 Polynomial and identities in practice 00:09:00
3.3 Roots of polynomials 00:08:00
3.4 Roots of polynomials in practice 00:06:00
3.5 Roots of quadratic polynomials 00:08:00
3.6 Graphs of quadratic polynomials 00:06:00
3.7 Quadratic polynomials in practice 00:08:00
3.8 The Euclidian division algorithm 00:05:00
3.9 The Factor Theorem 00:05:00
3.10 Polynomial division in practice 00:08:00
3.11 Finding roots 00:07:00
3.12 Finding roots in practice 00:10:00
3.13 Binomial coefficients 00:06:00
3.14 Binomial coefficients in practice 00:07:00
4.1 Introduction types of equations 00:07:00
4.2 Types of equations in practice – Part 1 00:05:00
4.3 Types of equations in practice – Part 2 00:07:00
4.4 Equivalence 00:06:00
4.5 Equivalence in practice 00:06:00
4.6 Polynomial equations 00:07:00
4.7 Polynomial equations in practice 00:09:00
4.8 Equations involving a radical 00:09:00
4.9 Equations involving a radical in practice 00:07:00
4.10 Equations with several radicals 00:06:00
4.11 Equations involving several radicals in practice 00:07:00
4.12 Equations with absolute values 00:08:00
4.13 Equations with absolute values in practice 00:09:00
4.14 Systems 00:06:00
4.15 The determinant and substitution methods 00:06:00
4.16 Equations in several variables in practice – The linear case 00:07:00
4.17 Equations in several variables in practice – The NON linear case 00:08:00
5.1 General principles 00:09:00
5.2 General principles in practice 00:06:00
5.3 The quadratic case 00:11:00
5.4 The quadratic case in practice 00:06:00
5.5 Polynomial inequalities 00:08:00
5.6 Polynomial inequalities in practice 00:05:00
5.7 Inequalities with one radical 00:09:00
5.8 The case of two radicals 00:04:00
5.9 Inequalities with radicals in practice 00:10:00
5.10 Inequalities with absolute values 00:07:00
5.11 Inequalities with absolute values in practice 00:10:00
5.12 Lines in the plane 00:08:00
5.13 Lines in the plane in practice 00:08:00
5.14 Systems of linear inequalities 00:08:00
5.15 Systems of linear inequalities in practice 00:09:00
Assessment
Submit Your Assignment 00:00:00
Certification 00:00:00

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