What You Will Learn!
- Calculus - Definition of Function
- Calculus - First Principles for Differentiation
- Calculus - The Gradient of a Tangent
- Calculus - Rules for Differentiation
- Calculus - Function of a Function rule
- Calculus - Product Rule
- Calculus - Quotient Rule
- Calculus - The derivatives of the function of Trigonometry
- Integration using Calculus - Finding the Primitive
- Integration using Calculus - Primitive Rule
- Integration using Calculus - Integral Function
- Integration using Calculus - Rules for Integration
- Integration using Calculus - Constant of Integration
- Integration using Calculus - Substituting for C
- Integration using Calculus - General Formula of Integration
- Integration using Calculus - Trigonometrical Integration
- Integration using Calculus - Trigonometrical Integrals
- Integration using Calculus - General Trig. Rules
- EIntegration using Calculus - Examples of Trigonometrical Integrals
- Integration using Calculus - Definite Integrals
- Applications of Calculus - Distance, Velocity and Acceleration
- Applications of Calculus - Integration by substitution
- Applications of Calculus - Proof of the area of a circle
- Applications of Calculus - Volume generated about the x axis and y axis
- Calculus Differentiation - Gradients and Tangents
- Calculus Differentiation - Equation of a normal
- Calculus Differentiation - Rate of change
- Calculus Differentiation - The second derivative
- Calculus Differentiation - Maxima and minima
- Calculus Differentiation - How maximum and minimus works
- Calculus Differentiation - Problem solving involving maxima and minima
- Calculus Differentiation - Inflexion points
- Area & Volume using Calculus - Area and Volumes using Calculus
- Area & Volume using Calculus - Negative Areas
- Area & Volume using Calculus - Examples of Areas under Curve
- Area & Volume using Calculus - Positive and Negative Areas
- Area & Volume using Calculus - Volumes and revolution - about x axis
- Area & Volume using Calculus - Volumes and revolution - about y axis
- Area & Volume using Calculus - Formula for Volume for a Sphere
Description
Complete Calculus is a course designed for students wanting to master Calculus the easy way. Using the knowledge of a teacher who has taught for over 38 years with a Pure and Applied Mathematics Degree, you will find learning calculus a breeze.
Complete Calculus has tutored lessons which shows you step by step word examples and each section contains quizzes to help cement your learning. Complete Calculus is designed to help you understand Calculus, Integration using Calculus, Applications of Calculus, Differential Calculus and Area and Volume using Calculus.
You will have your own maths tutor, when you need it.
Who Should Attend!
- High School students or university students studying Calculus
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