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Master derivatives, integrals, and applications
Aligned with A-Level syllabus and exam requirements
Most students improve one letter grade in 4-6 weeks
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Finding limits from graphs
Limit laws
Finding limits algebraically - direct substitution
Finding limits algebraically - when direct substitution is not possible
Squeeze theorem
l'Hospital's rule
Infinite limits - vertical asymptotes
Continuity
Intermediate value theorem
Definition of derivative
Estimating derivatives from a table
Power rule
Chain rule
Derivative of trigonometric functions
Derivative of exponential functions
Derivative of logarithmic functions
Product rule
Quotient rule
Derivative of inverse trigonometric functions
Implicit differentiation
Higher order derivatives
Slope and equation of tangent line
Critical number and maximum and minimum values
Curve sketching
Mean value theorem
Rectilinear motion: Derivative
Related rates
Optimization
Antiderivatives
Riemann sum
Definite integral
Fundamental theorem of calculus
U-Substitution
Integration using trigonometric identities
Trigonometric substitution
Average value of a function
Areas between curves
Volumes of solids with known cross-sections
Volumes of solids of revolution - Disc method
Volumes of solids of revolution - Shell method
Introduction to differential equations
Separable equations
Modelling differential equations
Slope fields
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