Calculus: Differentiation and Integration
Course
Online
Description
-
Type
Course
-
Level
Intermediate
-
Methodology
Online
-
Class hours
1h
-
Duration
1 Year
-
Online campus
Yes
The Calculus: Differentiation and Integration course provides a comprehensive introduction to the core principles of calculus, focusing on two fundamental areas: differentiation and integration. Designed for clarity and practical understanding, this course explains how calculus is used to analyse change, model real-world problems, and solve complex mathematical equations with confidence. Learners will explore key topics such as limits, derivatives, rates of change, definite and indefinite integrals, and the fundamental theorem of calculus.
This online CPD course is ideal for building strong mathematical foundations that support further study or professional development in science, engineering, economics, data analysis, and technology-related fields. Concepts are explained step by step, making calculus more accessible and less intimidating, even for those returning to mathematics after a break.
By completing this course, learners will strengthen their problem-solving skills, improve analytical thinking, and gain the confidence to apply calculus techniques in academic, technical, or workplace contexts. With flexible online access and expert-designed content, this course offers a practical and career-relevant pathway to mastering differentiation and integration while enhancing your mathematical competence and employability.
Important information
Price for Emagister users:
About this course
Understand the fundamental principles of calculus
Apply differentiation techniques to solve problems
Interpret rates of change and mathematical models
Perform definite and indefinite integration accurately
Use calculus to analyse real-world scenarios
Strengthen logical and analytical thinking skills
This course is intended for learners who wish to develop or refresh their understanding of calculus, particularly differentiation and integration. It is suitable for students preparing for higher education in mathematics, engineering, physics, economics, or related disciplines, as well as professionals seeking to strengthen their quantitative skills for career progression.
The course is also ideal for adult learners returning to education, individuals pursuing CPD opportunities, or those aiming to improve their mathematical confidence for problem-solving roles. No specialist background is required, making it accessible to motivated learners from diverse educational and professional backgrounds. Whether you are enhancing your CV, supporting further study, or building analytical skills for the workplace, this course provides a flexible and inclusive learning option tailored to modern academic and professional needs.
There are no formal entry requirements for this course, making it accessible to a wide range of learners. It is suitable for individuals aged 16 and above who are interested in developing their mathematical skills. A good standard of English is recommended to understand course materials and instructions clearly. Basic numeracy skills are advised, along with confidence using a computer or digital device to access online learning resources. No prior calculus knowledge is required, as concepts are introduced progressively and explained clearly.
Upon successful completion of the Calculus: Differentiation and Integration, you will qualify for a UK and internationally recognised professional certification. You may also choose to formalise your achievement by obtaining your PDF Certificate for £9 or a Hardcopy Certificate for £15.
This course stands out due to its flexible, self-paced learning structure, allowing learners to study at a time and speed that suits their personal and professional commitments. The curriculum is expertly designed to present complex calculus concepts in a clear and structured way, making learning more approachable. With a strong focus on practical understanding and transferable skills, the course supports academic growth and career development. The knowledge gained enhances analytical ability, problem-solving skills, and mathematical confidence, all of which add value to a professional CV. Fully online access ensures convenience without compromising educational quality.
Yes, this course is designed to be accessible for beginners as well as those refreshing existing knowledge. Topics are introduced gradually, with clear explanations and structured progression. While some basic numeracy skills are recommended, no prior experience in calculus is required. The course focuses on building understanding step by step, making complex ideas easier to grasp for learners at different ability levels.
Calculus skills are highly valued across many industries, including engineering, data analysis, finance, science, and technology. This course helps strengthen analytical thinking, problem-solving ability, and mathematical confidence, all of which enhance employability. The professional certification can also support career progression, further study, or CPD requirements, adding credibility to your skill set.
The course is delivered entirely online through a self-paced learning platform. Learners can access materials at any time, allowing them to balance study with work or personal commitments. Online delivery provides flexibility while maintaining structured content, making it suitable for independent learners who prefer to study at their own pace.
Reviews
This centre's achievements
All courses are up to date
The average rating is higher than 3.7
More than 50 reviews in the last 12 months
This centre has featured on Emagister for 7 years
Subjects
- GCSE Mathematics
- Mathematics
- Calculus
- Mathematical Economics
- Calculus Math
Teachers and trainers (1)
One Education
Course Provider
Course programme
Calculus: Differentiation and Integration introduces the core concepts of calculus used to analyze change and accumulation. Differentiation focuses on understanding rates of change, slopes, and optimization problems, while integration deals with finding areas, totals, and accumulated quantities. The subject applies these techniques to real-world problems in science, engineering, economics, and technology. By mastering differentiation and integration, learners gain essential mathematical tools for modeling, problem-solving, and advanced analytical thinking.
Course Curriculum
- Unit 01: Derivatives
1.1 Derivative
1.2 Constant Rule
1.3 Constant Multiple Rule
1.4 Sum or Difference Rule
1.5 Power Rule
1.6 Product Rule
1.7 Quotient Rule
1.8 Chain Rule - Unit 02: Integrals
2.1 Integral
2.2 Constant Rule
2.3 Power Rule
2.4 Sum or Difference Rule
2.5 Integration by Parts
2.6 Substitution Rule
Calculus: Differentiation and Integration
