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Math103BKK

Calculus 1

Bangkok Campus
Sep 29, 2025 - Oct 17, 2025
Calculus 1 provides an introduction to the fundamental concepts of differential and integral calculus.
Bangkok Campus
Sep 29, 2025 - Oct 17, 2025
Mohammad Sanaee

Faculty

Mohammad Sanaee

Data Scientist at B.Grimm Power

Course length

3 weeks

Duration

3 hours
per day

Total hours

45 hours

Credits

4 ECTS

Language

English

Course type

Offline

Fee for single course

€1500

Fee for degree students

€750

Skills you’ll learn

Integration MethodsFunction AnalysisDifferentiation TechniquesTrigonometry ApplicationsProblem-Solving with PythonReal-World Calculus Applications
OverviewCourse outlineCourse materialsPrerequisitesMethod & grading

Overview

Calculus 1 introduces students to the fundamental concepts of differential and integral calculus, with a focus on derivatives, integrals, limits, and series. Emphasis is placed on understanding and applying these concepts to solve real-world problems. In addition, students will use Python programming to write code that tackles calculus problems, strengthening both computational skills and problem-solving abilities. This course combines theory with practical application, preparing students for further studies in mathematics, programming, and related fields.

Learning highlights

  • Learn and apply differentiation rules and techniques.
  • Use derivatives to solve practical problems, including gradients and optimisation.
  • Master integration methods and apply the Fundamental Theorem of Calculus.
  • Apply integrals to real problems such as area and accumulation.
  • Understand limits and their role in connecting calculus concepts.
  • Work with infinite series, including Taylor and Maclaurin expansions.
  • Write Python programs to solve calculus problems.
  • Apply learned techniques to real-world problems efficiently.

Course outline

15 classes

Dive into the details of the course and get a sense of what each class will cover.
Monday
Tuesday
Wednesday
Thursday
Friday
Monday
1

Session 1

Introduction to Derivatives

Tuesday
2

Session 2

Derivative rules

Wednesday
3

Session 3

Differentiation Techniques

Thursday
4

Session 4

Partial Derivatives and Gradients, Applications of Derivatives

Friday
5

Session 5

Review and Practice

Monday
6

Session 6

Quiz and Introduction to Integrals

Tuesday
7

Session 7

Basic Integration Techniques

Wednesday
8

Session 8

Further Integration Techniques

Thursday
9

Session 9

Further Integration Techniques and application of integrals

Friday
10

Session 10

Intro to limits

Monday
11

Session 11

Quiz and limit techniques

Tuesday
12

Session 12

Intro to series

Wednesday
13

Session 13

Taylor and Maclauren series

Thursday
14

Session 14

Review and Questions

Friday
15

Session 15

Final Exam

Prerequisites

Basic algebra and trigonometry skills. Prior coursework in pre-calculus or equivalent knowledge is recommended.

Prior coursework in pre-calculus or equivalent knowledge is recommended.

Basic Python programming language.

Methodology

Students will learn through a combination of lectures, exercises, and practice problems. The course structure includes:

Lectures: introduce and explain key concepts in limits, continuity, differentiation, and integration.

Daily exercises: Assign five+ practice problems each day to reinforce techniques taught in lectures.

Weekly reviews: recap and practise the week's content.

Weekend challenges: assign 10+ challenging problems over the weekend to deepen understanding and application of the week's topics.

Quizzes: assess understanding of key topics after major sections (derivatives and integrals).

Oral exam: Conduct a 10-minute oral assessment on the final day to evaluate conceptual understanding.

Final exam: comprehensive assessment at the end of the course.

Grading

The final grade will be composed of the following criteria:
10% - Quizzes
50% - Homework
40% - Exams (20% written exam and 20% oral exam)
Note: Passing the oral exam is a requirement to pass the course successfully.
Mohammad Sanaee

Faculty

Mohammad Sanaee

Data Scientist at B.Grimm Power

Mohammad is a data scientist with over 6 years of academic and industry experience. He completed his master's in data science at Harbour.Space University. Mohammad has worked on practical applications of machine learning, deep learning, and computer vision in the energy sector. He also conducted research at Mahidol University, focusing on robotics and AI.

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Apply for this course

Snap up your chance to enroll before all spaces fill up.

Calculus 1

by Mohammad Sanaee

Total hours

45 Hours

Dates

Sep 29 - Oct 17, 2025

Fee for single course

€1500

Fee for degree students

€750

How to secure your spot

Complete the form below to kickstart your application

Schedule your Harbour.Space interview

If successful, get ready to join us on campus

FAQ

Will I receive a certificate after completion?

Yes. Upon completion of the course, you will receive a certificate signed by the director of the program your course belonged to.

Do I need a visa?

This depends on your case. Please check with the Spanish or Thai consulate in your country of residence about visa requirements. We will do our part to provide you with the necessary documents, such as the Certificate of Enrollment.

Can I get a discount?

Yes. The easiest way to enroll in a course at a discounted price is to register for multiple courses. Registering for multiple courses will reduce the cost per individual course. Please ask the Admissions Office for more information about the other kinds of discounts we offer and what you can do to receive one.