<p>How to Use differentiation to find the Equation of Tangent and Normal with visual representation for tangent and real life examples.</p>

<p>GCSE Surface area</p>

<p>Solving Problems Involving Ratio suitable for KS3/KS4.</p>

<p>Bridging the gap between GCSE and A-level workbook for the new Curriculum. AS Assessment included as well.</p>

<p>Surface area of Prism suitable for Foundation as well as Higher KS3/KS4.</p>

<p>Exam questions on volume and surface area based on the new curriculum for GCSE and IGCSE.</p>

<p>Surface area of cubes and cuboids.</p>

<p>Learning Objectives and Formulas that are used for each chapter for the New A-level Maths Curriculum. These could be print on a card and students could fill in their understanding over the lessons as well as teacher could give feedback on students learning.</p>

<p>Circumference of a circle starter and main lesson with examples and activities.</p>

KS3 and KS4 Direct and Inverse Proportions

<p>Trigonometry application questions based on angle of elevation and angle of depression with link to real life examples. Differentiated questions, treasure hunt activity, plenary and a lesson plan included.</p>

<p>Forming and solving equations from angles in a triangle, angles on parallel lines or angles in polygons. PPT with starter activity. Worksheet included with differentiated and graded questions. Plenary activity and a lesson plan.</p>

<p>Cosine rule presentation with link to real life applications, examples and differentiated questions with the use of algebra for applying the cosine rule. Starter activity, worksheet, exam questions and plenary.</p>

<p>Completing the Square suitable for GCSE as well as A-Level.</p>

Integration by parts suitable for A-Level.

<p>Mechanics 1 solving problems involving forces acting on inclined plane.</p>

<p>Sets and venn diagrams introduction including exam questions practice for GCSE/IGCSE curriculum.</p>

<p>Students require to solve quadratic equations with the coefficient of 𝒙^𝟐=𝟏 and further apply this to problem solving questions.</p>

<p>Angles in polygons power point presentation with starter activity with link to real life questions followed by treasure hunt activity which students could complete in pairs. Plenary activity for reflection and consolidation and a lesson plan included.</p>

<p>Pythagoras Theorem starter investigation activity with power point included with link to applications of Pythagoras Theorem and with a video included in presentation. A treasure hunt activity that students could do in pairs and extension to 3-D Pythagoras. A lesson plan included as well as a plenary.</p>

<p>Students express 𝒂𝒄𝒐𝒔𝜽+𝒃𝒔𝒊𝒏𝜽 𝒊𝒏 𝒕𝒉𝒆 𝒇𝒐𝒓𝒎 𝑹𝒔𝒊𝒏(𝜽±𝜶)𝒐𝒓 𝑹𝒄𝒐𝒔(𝜽±𝜶)</p>