A complete, original teaching unit for Unit 1 of the Pearson Edexcel International A Level Further Pure Mathematics 1 (WFM01) specification, following Pearson’s IAL FP1 scheme of work. Three lessons cover arithmetic with complex numbers, conjugates and quadratics with complex roots; Argand diagrams, modulus, argument and modulus–argument form; and complex roots of cubic and quartic equations. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, diagrams where they help, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WFM01 past-paper questions from January 2021 to June 2025 (referenced, not reproduced). All PDFs in A4. Who it’s for: teachers and tutors of students taking Further Pure Mathematics 1 (WFM01) for the Pearson Edexcel International A Level in Further Mathematics. How to use it: teach the lessons in order; set the matching worksheet after each lesson and the 40-mark unit assessment at the end. The teacher guide lists the WFM01 past-paper questions on each topic by session and question number, so students can practise on real exam questions. Mathematical expressions on the slides are high-resolution typeset images (the LaTeX source is in each image’s alt text), while all headings, text boxes, simple expressions in sentences and speaker notes are editable text.

A complete, original teaching unit for Unit 2 of the Pearson Edexcel International A Level Further Pure Mathematics 1 (WFM01) specification, following Pearson’s IAL FP1 scheme of work. Two lessons cover sums and products of roots and symmetric functions of α and β; and forming quadratic equations with new roots, by sums and products or by substitution. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, diagrams where they help, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WFM01 past-paper questions from January 2021 to June 2025 (referenced, not reproduced). All PDFs in A4. Who it’s for: teachers and tutors of students taking Further Pure Mathematics 1 (WFM01) for the Pearson Edexcel International A Level in Further Mathematics. How to use it: teach the lessons in order; set the matching worksheet after each lesson and the 40-mark unit assessment at the end. The teacher guide lists the WFM01 past-paper questions on each topic by session and question number, so students can practise on real exam questions. Mathematical expressions on the slides are high-resolution typeset images (the LaTeX source is in each image’s alt text), while all headings, text boxes, simple expressions in sentences and speaker notes are editable text.

A complete, original teaching unit for Unit 4 of the Pearson Edexcel International A Level Further Pure Mathematics 1 (WFM01) specification, following Pearson’s IAL FP1 scheme of work. Two lessons cover the parabola and rectangular hyperbola in Cartesian and parametric form, with the focus–directrix property; and tangents and normals, including the general results. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, diagrams where they help, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WFM01 past-paper questions from January 2021 to June 2025 (referenced, not reproduced). All PDFs in A4. Who it’s for: teachers and tutors of students taking Further Pure Mathematics 1 (WFM01) for the Pearson Edexcel International A Level in Further Mathematics. How to use it: teach the lessons in order; set the matching worksheet after each lesson and the 40-mark unit assessment at the end. The teacher guide lists the WFM01 past-paper questions on each topic by session and question number, so students can practise on real exam questions. Mathematical expressions on the slides are high-resolution typeset images (the LaTeX source is in each image’s alt text), while all headings, text boxes, simple expressions in sentences and speaker notes are editable text.

A complete, original teaching unit for Unit 6 of the Pearson Edexcel International A Level Further Pure Mathematics 1 (WFM01) specification, following Pearson’s IAL FP1 scheme of work. Three lessons cover sums of series using the standard results for Σr, Σr² and Σr³; proof by induction for sums; and induction for divisibility, powers of matrices and recurrence relations. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, diagrams where they help, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WFM01 past-paper questions from January 2021 to June 2025 (referenced, not reproduced). All PDFs in A4. Who it’s for: teachers and tutors of students taking Further Pure Mathematics 1 (WFM01) for the Pearson Edexcel International A Level in Further Mathematics. How to use it: teach the lessons in order; set the matching worksheet after each lesson and the 40-mark unit assessment at the end. The teacher guide lists the WFM01 past-paper questions on each topic by session and question number, so students can practise on real exam questions. Mathematical expressions on the slides are high-resolution typeset images (the LaTeX source is in each image’s alt text), while all headings, text boxes, simple expressions in sentences and speaker notes are editable text.

A complete, original teaching unit for Unit 3 of the Pearson Edexcel International A Level Further Pure Mathematics 1 (WFM01) specification, following Pearson’s IAL FP1 scheme of work. Two lessons cover locating roots, interval bisection and linear interpolation; and the Newton–Raphson method, including when it fails. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, diagrams where they help, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WFM01 past-paper questions from January 2021 to June 2025 (referenced, not reproduced). All PDFs in A4. Who it’s for: teachers and tutors of students taking Further Pure Mathematics 1 (WFM01) for the Pearson Edexcel International A Level in Further Mathematics. How to use it: teach the lessons in order; set the matching worksheet after each lesson and the 40-mark unit assessment at the end. The teacher guide lists the WFM01 past-paper questions on each topic by session and question number, so students can practise on real exam questions. Mathematical expressions on the slides are high-resolution typeset images (the LaTeX source is in each image’s alt text), while all headings, text boxes, simple expressions in sentences and speaker notes are editable text.

A complete, original teaching unit for Unit 5 of the Pearson Edexcel International A Level Further Pure Mathematics 1 (WFM01) specification, following Pearson’s IAL FP1 scheme of work. Three lessons cover matrix arithmetic; determinants and inverses of 2 × 2 matrices and matrix equations; and linear transformations, combined transformations and area scale factors. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, diagrams where they help, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WFM01 past-paper questions from January 2021 to June 2025 (referenced, not reproduced). All PDFs in A4. Who it’s for: teachers and tutors of students taking Further Pure Mathematics 1 (WFM01) for the Pearson Edexcel International A Level in Further Mathematics. How to use it: teach the lessons in order; set the matching worksheet after each lesson and the 40-mark unit assessment at the end. The teacher guide lists the WFM01 past-paper questions on each topic by session and question number, so students can practise on real exam questions. Mathematical expressions on the slides are high-resolution typeset images (the LaTeX source is in each image’s alt text), while all headings, text boxes, simple expressions in sentences and speaker notes are editable text.

Turn divisibility rules into a round of golf! Each rule is a “club” in the bag. Students master 2, 3, 4, 5, 8, 9, 10 and 11, then combine clubs to find missing digits in numbers divisible by 20, 36, 45, 72, 88 and 99. What’s included: • 13 teaching slides (PDF + PowerPoint) with speaker notes and timings for a 15-minute lesson • 4-page player’s card: club reference, scoring rules, golf scorecard and 18 holes, from single rules to championship puzzles, plus a design-your-own bonus hole • 2-page answer key with full working • 3-page teacher guide: objectives, lesson plan, differentiation, common mistakes, curriculum links • Every PDF in A4 and US Letter Perfect for ages 10–14, whole-class lessons, small groups, tutoring, homework or competition prep. Students love scoring their own round, and the “no answer” trap holes build real reasoning.

Turn algebra revision into a golf tournament. Students play five holes (collecting like terms, expanding single and double brackets, factorising) and keep score like golfers, then match famous courses on the 18th. Includes 21 slides (PowerPoint + PDF) with notes and answers; a 4-page player’s card with every lesson question plus a 13-question homework round; a 3-page answer key; and a teacher guide. All PDFs in A4 and US Letter. Tags: algebra, expanding brackets, factorising, like terms, simplifying, KS3, GCSE, golf, revision, game

Halloween Algebra Revision: Like Terms, Expanding, Factorising, Equations & Substitution – Monster Mash Lesson (KS3) Five monsters, five algebra skills! The Ghost (collecting like terms), the Mummy (expanding brackets), the Vampire (factorising), the Witch (solving linear equations) and Frankenstein (substitution) each guard five questions, then the Final Boss mixes them all. A 40-minute, low-prep revision lesson: every question is on the slides, each round is timed, and an answer slide with working follows every round so students mark their own work. Includes 15 illustrated slides (PowerPoint + PDF) with a script and common errors in the speaker notes, a 4-page monster booklet with a points tracker and exit ticket, an answer key with working, and a teacher guide with a one-page run sheet. All PDFs in A4 and US Letter.

Three spooky maths lessons for ages 11–14, ready for Halloween week. Escape the Haunted House is a 7-room algebra and number escape room; Trick or Treat Street is a self-checking Year 7 lesson on BODMAS, fractions and negative numbers; Monster Mash Algebra revises like terms, expanding, factorising, equations and substitution in five timed monster rounds. Every pack includes illustrated slides with speaker notes, student booklets, answer keys and a teacher guide, with all PDFs in A4 and US Letter. Save over 25% compared with buying them separately.

A complete, original teaching unit for Unit 2 of the Pearson Edexcel International A Level Decision Mathematics 1 (WDM11) specification, following Pearson’s IAL D1 scheme of work. Four lessons cover the language of graphs (degree, paths, cycles, trees, complete and isomorphic graphs, the handshaking lemma, Eulerian graphs, adjacency matrices); Kruskal’s and Prim’s algorithms; Prim’s algorithm on a distance matrix; and Dijkstra’s shortest path algorithm with the exam labelling boxes. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with networks drawn as native shapes, worked examples set out as the mark scheme expects, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide mapping every lesson to real WDM11 past-paper questions (referenced, not reproduced). All PDFs in A4 and US Letter.

A complete A-level lesson on the harmonic form. 12 slides (PowerPoint + PDF) take students from the compound angle formula to finding R and α, maximum and minimum values (including reciprocal “exam twist” questions) and solving equations with a shifted interval. Includes a 3-page exam-style worksheet with 10 graded questions, including a double-angle equation and a tide-height model; full worked solutions; and a teacher guide. Fits Cambridge 9709 Pure Mathematics 3 and A-level Pure. Tags: harmonic form, R cos, trigonometry, A-level maths, Pure Mathematics 3, 9709, compound angle, trig equations, exam practice

A complete, original teaching unit for Unit 1 of the Pearson Edexcel International A Level Decision Mathematics 1 (WDM11) specification, following Pearson’s IAL D1 scheme of work. Four lessons cover algorithms, flow charts and trace tables; bubble sort and quick sort; binary search; and bin packing (lower bound, first-fit, first-fit decreasing and full-bin). Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WDM11 past-paper questions (referenced, not reproduced). All PDFs in A4 and US Letter.

A complete, original teaching unit for Unit 4 of the Pearson Edexcel International A Level Decision Mathematics 1 (WDM11) specification, following Pearson’s IAL D1 scheme of work. Four lessons cover activity-on-arc networks and dummies from precedence tables; early and late event times and the critical path; total float and cascade (Gantt) charts; and scheduling with a lower bound on the number of workers. Each lesson opens with a starter, then has an editable PowerPoint with networks, cascade charts and scheduling diagrams drawn as native shapes, worked examples set out as the mark scheme expects, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide mapping every lesson to real WDM11 past-paper questions (referenced, not reproduced). All PDFs in A4 ( US Letter can be made available).

A complete, original teaching unit for Unit 3 of the Pearson Edexcel International A Level Decision Mathematics 1 (WDM11) specification, following Pearson’s IAL D1 scheme of work. Four lessons cover the route inspection algorithm with up to four odd vertices (including routes that start and finish at different vertices); the classical and practical travelling salesperson problems and tables of least distances; upper bounds by the minimum spanning tree method with shortcuts and the nearest neighbour algorithm; and lower bounds by deleting a vertex, with the optimal length written as an interval. Each lesson opens with a starter, then has an editable PowerPoint with worked examples set out as the mark scheme expects, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide mapping every lesson to real WDM11 past-paper questions (referenced, not reproduced). All PDFs in A4 (can provide US standard)

White Rose Autumn Term Revision Lesson. On the first day of Christmas, my maths teacher gave to me… A festive Year 7 lesson that revises the whole White Rose autumn term: sequences, algebraic notation, equality and equivalence, place value and ordering, and fraction, decimal and percentage equivalence. Twelve days, two questions a day, with answers on the next slide and a gift tag to colour for every correct answer. It ends with the Twelfth Night Challenge, where students discover that the carol’s gifts add up to 364. Includes 17 slides with speaker notes, a 4-page gift booklet, an answer key with working, and a teacher guide with a run sheet and differentiation. About 55 minutes. All questions are original; aligned to the White Rose Maths scheme of learning but not endorsed by White Rose Education. More detail: Who it’s for: Year 7 classes (ages 11–12) in the last week of the autumn term, individuals or pairs; also good for cover lessons. How to use it: hand out the gift booklets and show the slides two days at a time (about 5 minutes per slide), with the answers on the next slide so students mark their own work. Days 1–3 cover sequences, Days 4–5 algebraic notation, Days 6–7 equality and equivalence, Days 8–10 place value and ordering, and Days 11–12 fractions, decimals and percentages. The Twelfth Night Challenge comes with a table that scaffolds the triangular numbers, and the 3-question exit ticket checks the whole term. What’s in the zip: 17 slides (PowerPoint and PDF) with speaker notes; a 4-page gift booklet; a 2-page answer key; and a teacher guide with a White Rose block map, run sheet and differentiation (including a 20-day stretch question). Every PDF comes in A4 and US Letter. The carol is traditional and out of copyright.

A complete, original teaching unit for Unit 2 of the Pearson Edexcel International A Level Pure Mathematics 3 (WMA13) specification, following Pearson’s IAL P3 scheme of work. Five lessons cover secant, cosecant and cotangent and their identities; inverse trigonometric functions; compound angle formulae; double angle formulae; and the harmonic form R cos(θ ± α), including maxima, minima and equations. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, graphs where they help, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WMA13 past-paper questions from January 2020 to June 2025 (referenced, not reproduced). All PDFs in A4. More detail: Who it’s for: teachers and tutors of students taking Pure Mathematics 3 (WMA13) for the Pearson Edexcel International A Level. How to use it: teach the lessons in order; set the matching worksheet after each lesson and the 40-mark unit assessment at the end. The teacher guide lists the WMA13 past-paper questions on each topic by session and question number, so students can practise on real exam questions. Mathematical expressions on the slides are high-resolution typeset images (the LaTeX source is in each image’s alt text), while all headings, text boxes, simple expressions in sentences and speaker notes are editable text. All content is original; Pearson and Edexcel are trademarks of Pearson Education, which has not endorsed this resource.

A complete, original teaching unit for Unit 3 of the Pearson Edexcel International A Level Pure Mathematics 3 (WMA13) specification, following Pearson’s IAL P3 scheme of work. Three lessons cover the functions eˣ and ln x and their graphs; using logarithmic graphs to find the constants in y = axⁿ and y = abˣ; and exponential growth and decay models. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, graphs where they help, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 40-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WMA13 past-paper questions from January 2020 to June 2025 (referenced, not reproduced). All PDFs in A4. Who it’s for: teachers and tutors of students taking Pure Mathematics 3 (WMA13) for the Pearson Edexcel International A Level. How to use it: teach the lessons in order; set the matching worksheet after each lesson and the 40-mark unit assessment at the end. The teacher guide lists the WMA13 past-paper questions on each topic by session and question number, so students can practise on real exam questions. Mathematical expressions on the slides are high-resolution typeset images (the LaTeX source is in each image’s alt text), while all headings, text boxes, simple expressions in sentences and speaker notes are editable text.

A complete, original teaching unit for Unit 6 of the Pearson Edexcel International A Level Pure Mathematics 3 (WMA13) specification, following Pearson’s IAL P3 scheme of work. Two lessons cover locating roots by a change of sign, including when the method fails and showing a root to a given accuracy; and solving equations by fixed-point iteration, with staircase and cobweb diagrams and divergence. Each lesson opens with a starter that checks prior knowledge, then has an editable PowerPoint with worked examples set out as the mark scheme expects, graphs where they help, practice with answer slides, exam technique, speaker notes and an exit ticket, plus a worksheet with full answers. Also includes a 30-mark unit assessment with a detailed mark scheme and a teacher guide that maps every lesson to real WMA13 past-paper questions from January 2020 to June 2025 (referenced, not reproduced). All PDFs in A4. Who it’s for: teachers and tutors of students taking Pure Mathematics 3 (WMA13) for the Pearson Edexcel International A Level. How to use it: teach the lessons in order; set the matching worksheet after each lesson and the 30-mark unit assessment at the end. The teacher guide lists the WMA13 past-paper questions on each topic by session and question number, so students can practise on real exam questions. Mathematical expressions on the slides are high-resolution typeset images (the LaTeX source is in each image’s alt text), while all headings, text boxes, simple expressions in sentences and speaker notes are editable text.