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Calculus: Differentiation and Integration

Overview The UK had 9.4 million STEM workers in 2023, showing strong demand for maths-based skills across science, engineering, finance …

4.8 4.8 Rating ( 13 Reviews )
246 Students
Bestseller
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Highly Rated
i Last Updated: 20th August 2026
◎ English
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Overview

The UK had 9.4 million STEM workers in 2023, showing strong demand for maths-based skills across science, engineering, finance and data. Yet many learners find calculus difficult, especially when derivatives, integration rules and graph interpretation feel disconnected from real study or career goals.

The Calculus Differentiation and Integration Course UK turns confusion into confidence through structured online learning. Learners explore differentiation, integration, sum and difference rules, the power rule, problem-solving steps, calculation methods and graph interpretation. It supports students, tutors, career changers and professionals who need stronger mathematical thinking for exams, study progression or workplace tasks. 

Study flexibly from home and build knowledge for routes such as Data Analyst, Actuarial Assistant, Maths Tutor, Engineering Technician and Finance Assistant across growing UK analytical and technical industries.

Key Benefits Included

► Accredited by CPD
► Instant Access
► 24/7 Learning Assistance
► Self-paced learning and laptop, tablet, smartphone-friendly
► Fully online, interactive course with audio voiceover
► Developed by qualified professionals in the field

Sneak Peek

Learning Outcomes

This course builds differentiation, integration, derivatives, rule application and calculation knowledge for learners improving maths confidence, study readiness and career direction online.

By the end of this course, learners will be able to:

► Differentiate basic functions using clear calculus steps and rule knowledge online.
► Integrate simple expressions using clear calculation steps online.
► Explain derivatives and their purpose in calculus problem solving clearly online.
► Apply sum, difference and power rules to common functions accurately online.
► Interpret differentiation and integration results for maths study tasks confidently online.
► Build stronger calculus confidence for exams, study and career routes online.

Who is This Course For?

This course suits learners who want simple online calculus training for maths study, exams, tutoring, data, finance or science routes.

► Students needing clear support with differentiation and integration concepts online today.
► Maths learners revising calculus basics online with confidence.
► Tutors improving lesson confidence for basic calculus teaching support online today.
► Career changers preparing for data, finance or engineering learning routes online.
► Professionals refreshing maths knowledge for analysis or future study online today.
► Learners seeking flexible maths training with video lessons and materials online.

Certification

CPD Certification

After successfully completing the assessment of this  Calculus: Differentiation and Integration course, you can apply for the CPD accredited certificates.
PDF certificate: £9.99
Hardcopy certificate: £15.99

Accreditation

All of our courses, including this course is fully accredited, providing you with up-to-date skills and knowledge and helping you to become more competent and effective in your chosen field.

CPD Accredited

All of our courses meet recognised CPD Quality Standards, supporting high-quality learning and ongoing professional development.

QLS Endorsed

The Quality Licence Scheme (QLS) is a recognised accreditation framework that endorses high-quality, non-regulated training courses across a wide range of industries.

Association of Healthcare Trainers

The Association of Healthcare Trainers (AoHT) supports excellence in healthcare education by helping training providers deliver up-to-date, industry-focused learning and maintain strong professional standards..

UKRLP Registered

UKRLP registration demonstrates commitment to recognised training and education standards, helping organisations build trust, improve credibility, and showcase their presence within the UK learning and skills sector.

Career Opportunities

This course supports UK study and entry-level maths-related routes where calculus, logic and problem-solving knowledge can support data, finance, teaching and technical career development over time.

► Data Analyst — Average UK salary: £28,000–£65,000 per year
► Data Scientist — Average UK salary: £32,000–£83,000 per year
► Actuarial Assistant — Average UK salary: £32,000–£70,000 per year
► Maths Tutor — Average UK salary: Income varies by clients
► Further Education Teacher — Average UK salary: £28,000–£47,000 per year
► Engineering Technician — Average UK salary: £26,000–£42,000 per year
► Finance Assistant — Average UK salary: Around £27,190 per year

Course Curriculum

The course covers a wide range of essential topics, including:

► Derivative
► Constant Rule
► Constant Multiple Rule
► Sum or Difference Rule
► Power Rule
► Product Rule
► Quotient Rule
► Chain Rule

► Integral
► Constant Rule
► Power Rule
► Sum or Difference Rule
► Integration by Parts
► Substitution Rule

Excellent

4.8 Average - 13 Reviews

★ Reviews
Freya Lancaster
This course made differentiation much easier to understand. The lessons on derivative rules, especially the power rule and chain rule, were explained clearly and helped me solve problems with more confidence.
Arthur Pembroke
A very helpful course for improving calculus skills. The integration section was simple to follow, and the examples on substitution and integration by parts made difficult topics feel much more manageable.

Course Curriculum

Unit 01: Derivatives
1.1 Derivative 00:03:00
1.2 Constant Rule 00:02:00
1.3 Constant Multiple Rule 00:02:00
1.4 Sum or Difference Rule 00:03:00
1.5 Power Rule 00:08:00
1.6 Product Rule 00:04:00
1.7 Quotient Rule 00:03:00
1.8 Chain Rule 00:03:00
Unit 02: Integrals
2.1 Integral 00:03:00
2.2 Constant Rule 00:02:00
2.3 Power Rule 00:03:00
2.4 Sum or Difference Rule 00:03:00
2.5 Integration by Parts 00:05:00
2.6 Substitution Rule 00:07:00
Assignment
Assignment – Calculus: Differentiation and Integration 00:00:00

Certificate of Achievement

Upon completion, you will receive a CPD-accredited certificate recognised globally. Choose from:

Pdf Certificate & Transcript  £7.99
Hardcopy Certificate & Transcript  £17.99

This certification validates your knowledge and skills, boosting your employability in healthcare.

1. What is the Calculus Differentiation and Integration Course UK? +

This online calculus course introduces differentiation and integration through clear lessons on derivatives, rules, rates of change and basic calculation methods. It supports students, tutors and adult learners improving maths confidence for exams, study progression or UK technical career preparation.

2. Is this calculus course suitable for beginners? +

Yes, this course is suitable for learners who want a clear introduction to calculus. It explains differentiation, integration and derivatives step by step, making it useful for students, adult learners, tutors and anyone refreshing maths knowledge through online study.

3. What will I learn in this calculus course? +

You will learn differentiation, integration, derivative rules, power rule, sum and difference rules, product rule, quotient rule, chain rule, integration by parts and substitution. These topics help learners solve common calculus problems with better confidence and accuracy.

4. Does this course cover differentiation and integration? +

Yes, the course covers both differentiation and integration. Learners study derivative rules, rates of change, integration rules, integration by parts and substitution, helping them understand key calculus methods used in exams, science, engineering, finance and technical study.

5. Can this course help with exams and maths revision? +

Yes, this course can support exam preparation and maths revision by breaking calculus into smaller topics. Learners can review derivative rules, integration methods and calculation steps, helping them practise key concepts before tests, assignments or further mathematical study.

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