9-1 GCSE lesson examining how functions can be translated. Starter on naming graphs. Explanation and worked examples of graph translation. Effects of f(x) + 2 vs f(x+2) explained and explored using function machines. MC questions on translations. Questions focusing on writing functions from translations. All answers included.

Looks at reflection of functions graphically and algebraically. Explanation of f(-x) vs -f(x) using function machines to explain results. MC questions identifying graphs from reflections and identifying functions after reflections. ALL answers included.

9-1 GCSE lesson. Starter is MC quiz on identifying which circle theorem should be used to answer a question. Worked example of plotted points creating a circle theorem question. Question slide and fully worked answers.

6 Lessons covering Rounding with Significant Figures and Decimal Places. Rounding to a suitable of accuracy. Estimating Calculations using approximations, estimating square roots. Finding Lower and Upper Bounds and hence writing Error Intervals. All lesson include starters, worked examples and full answers. The last lesson is a topic review lesson with additional questions on the topics included.

10 lessons covering: Fractions : Adding and Subtracting Fractions: Multiplying and Dividing Fractions: Four Operations Recurring and Terminating Decimals Surds: Introduction Surds: Calculations Surds: Rationalising Surds: Expanding Brackets Surds: Problem Solving Multiples of Pi All lessons include worked examples and question slides. All answers included

9 lessons covering 1] Expanding multiple brackets [GRID Method] 2] Expanding multiple brackets [FOIL Method] 3] Factorising double brackets 4] Factorising by Completing the Square 5] Algebraic Proof 6] Writing expressions as Functions 7] Composite Functions 8] Inverse Functions 9] Rearranging Formulae All lessons have worked examples, questions slides and full answers.

9-1 GCSE lesson exploring finding the midpoint and length of a line segment. Starter: Plotting points and identifying quadrilaterals from the plots. Worked examples finding midpoints 1] graphically and 2] numerically. Questions. Worked examples finding lengths of line segments using Pythagoras, questions. All answers included.

8 lessons covering Pythagoras in 2D and 3D. Definitions of trigonometric ratios, applications of sine,cos,tan. Exact trigonometric values. Problem solving. Unit preview/review lesson has lots of practice questions. All answers included on ppts.

9-1 GCSE: 8 lessons covering 1]Basic Index Laws, 2]Negative & Fractional Powers, 3] Prime Factors, 4] Standard From, 5] Multiplying & Dividing with SF 6] Adding & Subtracting with SF 7] Factorials 8] Unit Preview and Review covering objectives, baseline learning, quick question & exam style questions. All Answers included.

Five lessons covering Gradients & Intercepts, Equations of Parallel Lines, Equations of Perpendicular Lines, Solving Simultaneous Equations graphically and a Preview/Review lesson covering the topic objectives, prior learning and exam-style questions.

5 lessons covering Proportions, Percentage Change, Reversing a Percentage Change, Growth & Decay and a Unit Preview/Review lesson covering the objectives, prior learning and exam-style questions.

15 lessons covering the GCSE unit includes: Solving linear equations and linear inequalities Solving Simultaneous equations Plotting Inequalities and recognising regions.

9-1 GCSE lesson applying Pythagoras and trigonometry to shapes on Cartesian grids. Starter reviews identifying which trig ratio to use. Worked examples of finding lengths and angles from shapes plotted through coordinates. Questions and worked answers. Plenary looking at where a point can be i you know how far it is from an identified coordinate.

Lesson looks at rounding with Bounds. How significant figures apply to standard form. Problem Solving with standard form and Bounds. Full worked examples and ALL answers included.

Lesson examines how to use factorials and the product rule to find permutations. Then extends to look at how to apply these ideas when restrictions are applied to the choices.

Applying loci to practical problems. Includes -locus to a point -locus to a line segment -locus to two points -locus to two lines. Examples of loci within shapes. Worked examples and questions. All answers included.

Looking at definitions , measuring, calculating and drawing bearings. Worked examples and question slides. All answers included