Unlock the maths of movement, change and growth. In this course, you’ll tackle derivatives, integrals and real-world applications of calculus in physics, engineering and beyond. From speeding cars to population models, you’ll master the motion that shapes our universe.
Skills you’ll gain
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Equation Solving – Learn how to solve linear equations confidently, step by step.
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Expression Simplifying – Master the art of simplifying algebraic expressions for quicker, clearer solutions.
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Understanding Variables – Build a strong foundation in using and manipulating variables in equations and formulas
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Formula Rearranging – Practise rearranging and working with formulas used in both maths and science.
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Problem-Solving Skills – Apply algebra to solve real-world and exam-style problems efficiently.
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Confidence with Maths – Strengthen your skills to feel more prepared and less stressed for assessments.
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Logical Thinking – Sharpen your ability to think critically and work through problems in a structured way.
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Algebra Fluency – Develop speed, accuracy, and ease when working with algebraic methods and techniques.
Meet your Teacher
Professor Dave is a passionate science educator who makes complex topics like chemistry, physics, and biology easy to understand. With a sharp sense of clarity and a no-nonsense approach, he breaks down big ideas into bite-sized lessons that stick.
What’s in the course:
Module 
2 Hours Introduction to Calculus
Dive into the world of calculus! From derivatives to integrals, learn how to measure change, model motion, and solve real-world problems. Whether it’s physics, engineering, or growth curves, this course unlocks the maths that powers our universe.
- Mathematics
- Professor Dave Explains
Module 1 Hour 50 Minutes Integrations
Go beyond the basics with the power of integration! In this course, you’ll uncover how areas, accumulations, and curves come to life. From finding distance travelled to calculating total growth, integration is your key to understanding the bigger picture in maths and science.
- Mathematics
- Professor Dave Explains
