This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Core Pure Year 1, Argand Diagrams. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Argand diagrams Modulus and argument Modulus-argument form of complex numbers Loci in the Argand diagram Regions in the Argand diagram

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Core Pure Year 1, Complex Numbers. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Imaginary and complex numbers Multiplying complex numbers Complex conjugation Roots of quadratic equations Solving cubic and quartic equations

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Core Pure Year 1, Roots of Polynomials. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Roots of quadratic equations Roots of cubic equations Roots of quartic equations Expressions relating to the roots of a polynomial Linear transformation of roots

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Core Pure Year 1, Linear Transformations. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Linear transformations in two dimensions Reflections and rotations Enlargements and stretches Successive transformations Linear transformations in three dimensions The inverse of a linear transformation

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Core Pure Year 1, Series. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Sums of natural numbers Sums of squares and cubes

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Core Pure Year 1, Complex Numbers. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Introduction to matrices Matrix multiplication Determinants Inverting a 2x2 matrix Inverting a 3x3 matrix Solving systems of equations using matrices

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Core Pure Year 1, Vectors. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Equation of a line in 3 dimensions Equation of a plane in 3 dimensions Scalar product Calculating angles between lines and planes Points of intersection Finding perpendiculars

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Core Pure Year 1, Volumes of Revolution. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Volumes of revolution around the x-axis Volumes of revolution around the y-axis Adding and subtracting volumes Modelling with volumes of revolution

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Core Pure Year 1, Proof by Induction. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Proof by mathematic induction Proving divisibility results Proving statements involving matrices Proving statements involving sequences

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Decision Maths Year 1, Route inspection. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Eulerian graphs Using the route inspection algorithm Networks with more than 4 odd nodes

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Decision Maths Year 1, Algorithms on graphs. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Kruskal’s algorithm Prim’s algorithm Applying Prim’s algorithm to a distance matrix Using Dijkstra’s algorithm to find the shortest path Floyd’s algorithm

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Decision Maths Year 1, Algorithms. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Understanding and using algorithms Flow charts Bubble sort Quick sort Bin-packing algorithms Order of an algorithm

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Decision Maths Year 1, Graphs and networks. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Modelling with graphs Graph theory Special types of graphs Representing graphs and networks using matrices The planarity algorithm

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Decision Maths Year 1, The simplex algorithm. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Formulating linear programming problems The simplex method Problems requiring integer solutions Two-stage simplex method The big-M method

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Decision Maths Year 1, Critical path analysis. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Modelling a project Dummy activities Early and late event times Critical activities The float of an activity Gantt charts Resource histograms Scheduling diagrams

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Decision Maths Year 1, The travelling salesman problem. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. The classical and practical travelling salesman problem Using a minimum spanning tree to find an upper bound Using a minimum spanning tree to find a lower bound Using the nearest neighbour algorithm to find an upper bound

This is a PowerPoint presentation which uses animation, simple layouts, graphics and diagrams to clearly explain all topics required for a full understanding of Decision Maths Year 1, Linear programming. This is completely in-line with the Edexcel A-level Further Maths specification. teachingisgood is happy to declare that this presentation also includes loads of practice questions, which build up a key understanding and build exam skills, as well as exam-style questions which push problem solving skills with questions aimed at the highest achieving students. This presentation is part of a series of presentations for A-level Further Maths, some of which also include interactive quizzes, videos and fun ways to test students and develop knowledge. The topics covered in this presentation is as follows. Linear programming problems Graphical methods Locating the optimal point Solutions with integer values

Another brilliant resource which is a translation activity for all the Spanish tenses required (and beyond) for GCSEs. The following tenses are covered: present, present continuous, preterite, imperfect, simple/near future, (complex) future, conditional, perfect and pluperfect There is a translation for every person in every tense. Also, at the end, there is a couple paragraphs containing a mixture of tenses.