Notes on loci in the complex plane.

Classification activity to identify the appropriate statistical model for different situations (Binomial, Poisson, Normal, Continuous Uniform Distributions)

Notes and handouts on sampling

To Binomial and Poisson

Examples and Exercise with brief solutions

A quotient rule jigsaw puzzle that doesn’t need differentiation of trig functions or of e^x and lnx

With brief solutions

With brief solutions only

With brief solutions

Includes integration which results in inverse hyperbolics and inverse trig functions. (I've chosen to do this with definite integration instead of indefinite integration, so that the students can't solve the puzzle by differentiation of the solutions, they must integrate)

Working out the third side in a right-angled triangle. In this puzzle, a and b are always the shorter sides, and c the hypotenuse. Non-exact answers are given to 3 s.f.

Taken together, these three give a first lesson on eigenvectors and eigenvalues (not diagonalising)

This worksheet looks in more detail at why cosh x = a has 2 solutions even though arcosh x is uniquely defined, and the different ways these 2 solutions can be expressed.\n\nKey words: hyperbolics, equations, inverse hyperbolic functions

Represent and model with vector quantities.Perform operations on vectors.Perform operations on matrices and use matrices in applications.

Graphs, revision notes, p greater than a half

PMCC, product moment correlation coefficient

Algebraic fractions, partial fractions, factor theorem, remainder theorem

Hexagonal jigsaw for exponents. The three pages make up one jigsaw.

An easier hexagonal jigsaw for indices, made up of 3 pages

Probability density functions and cumulative distribution functions