The language of change: limits and continuity; the derivative by definition and differentiation rules; applications to tangents, extrema, optimisation and related rates; integrals, the fundamental theorem and areas; integration techniques, volumes and motion; and exponential and logarithmic functions with numerical methods.
The language of change: limits and continuity; the derivative by definition and differentiation rules; applications to tangents, extrema, optimisation and related rates; integrals, the fundamental theorem and areas; integration techniques, volumes and motion; and exponential and logarithmic functions with numerical methods.
Academy-authored content.
Lecturer
Support for the developed 2026/27 S2 physics book: measurement, straight-line motion and Newton's laws, moving and static fluids, and the gas laws…
Coming soon
Support for the 2026/27 S2 scientific pure-mathematics and applications books (term 1): real functions and curve sketching, exponents and logarithms, limits and…
Coming soon
Real functions, monotonicity, even and odd functions, transformations, absolute-value equations and inequalities; rational exponents, exponential functions and equations, logarithms and their properties;…
Coming soon