Puzzle on using the Binomial Cumulative Probability tables including for values of p greater than 0.5

Jigsaw puzzle matching equations of lines given in vector form, parametric form, cartesian form and vector product form, in 3 dimensions

Worksheet on differentiation of inverse trig and hyperbolic functions with brief solutions

Jigsaw puzzle converting equations of curves between polar form and cartesian form

This is a worksheet for students in the first year of A level Maths, to develop fluency in moving between different algebraic forms, and to relate algebraic and graphical representations

This is a matching activity designed to bring out the general points about how the features of reciprocal curves correspond to those of the original curve. I would use it either in the context of lessons on curve-sketching or as an introduction to sketching the reciprocal trig curves

Five methods for solving a trig equation graphically; which are correct and why?

Notes, activity and solutions for y=f(ax+b)

A matching activity to make connections

A worksheet of 6 geometrical questions using complex numbers with solutions.

This is a revision activity to practise forming and solving quadratics and rationalising surds within an interesting context.

An interesting way to practise basic complex number arithmetic with a look at generating the Mandelbrot set.

This is a set of pictorial problems to accompany the teaching of the natural number series. The three different versions are the same but formatted differently.

A matching activity in which students compare the two different forms on the definition of a sequence, deductive (nth term formula) and inductive (recurrence/recursive formula)

A matching activity for practice converting between the different forms of a vector in 2 dimensions (column vector, i,j components, magnitude and direction)

This is a discussion based activity. Students decide whether the binomial distribution is an appropriate model for 12 different situations. It comes with solutions and discussion points.