 Maths - Year 10 Lesson Set Topic 1 Sets 1 and 2 Tangent, Sine and Cosine Sets1 and 2 Tangent to find a length Sets 3, 4 and 5 Angles in parallel lines (one transversal) Sets 3,4 and 5 Angles in parallel lines (two transversals) Set 6 Understanding which operations have equal priority Set 6 Order of operations 2 Sets 1 and 2 Sine and Cosine to find a length Sets 1 and 2 Applying Trigonometry Sets 1 and 2 Knowing Trig ratios Sets 3, 4 and 5 Exterior Angles Sets 3, 4 and 5 Problems involving exterior angles Sets 3, 4 and 5 Sum of interior angles Set 6 Rounding to two decimal places Set 6 Rounding to three significant figures Set 6 Multiplying decimals 3 Sets 1 and 2 Pythagoras – finding the length of the hypotenuse Sets 3, 4 and 5 Finding number of sides when given sum of interior angles Set 6 Division of a decimal by an integer 4 Sets 1 and 2 Pythagoras – finding the length of the shorter side Sets 3, 4 and 5 Finding missing angles when two or more polygons are joined Set 6 Decimal divided by decimal 5 Sets 1 and 2 Trig Ratios Sets 1 and 2 Use Tangent to find a length Sets 3, 4 and 5 Finding the mean Sets 3, 4 and 5 Finding the median, mode and range Set 6 Multiples and factors Set 6 Finding the LCM Set 6 Finding the HCF 6 Sets 1 and 2 Use Sin/Cosine to find a length Sets 1 and 2 Use inverse functions to find an angle Sets 1 and 2 Finding the intercept and gradient Sets 3, 4 and 5 Estimating the mean from a grouped table Sets 3, 4 and 5 Describing perimeter Sets 3, 4 and 5 Areas of rectangles, parallelograms and triangles Set 6 Square numbers and cube numbers Set 6 Square roots and cube roots Set 6 Index laws for multiplication 7 Sets 1 and 2 Parallel lines passing through the y axis Sets 3, 4 and 5 Area of a trapezium Set 6 Index laws for division 8 Sets 1 and 2 Parallel lines passing through a point Sets 3, 4 and 5 Areas of compound shapes Set 6 Prime factors 9 Sets 1 and 2 Perpendicular gradient Sets 1 and 2 Perpendicular through a point Sets 3, 4 and 5 Volume of a cuboid Sets 3, 4 and 5 Volume of a cylinder Set 6 Collecting like terms Set 6 Substitute a positive term into a formula 10 Sets 1 and 2 Quadratic graphs (1) Sets 1 and 2 Quadratic graphs (2) Sets 1 and 2 Cubic graphs Sets 1 and 2 Reciprocal graphs Sets 3, 4 and 5 Surface area of a cuboid Sets 3, 4 and 5 Surface area of a cylinder Sets 3, 4 and 5 Surface area of a triangular prism Set 6 Substitute a negative term into a formula Set 6 Expanding Brackets (term over a single bracket) Set 6 Expanding Brackets (including powers)
 11 Sets 1 and 2 Reflecting in a given horizontal or vertical line - Part 1 Reflecting in a given horizontal or vertical line - Part 2 Reflecting in a given diagonal line - Part 1 Reflecting in a given diagonal line - Part 2 Rotate an object around a given point Rotate an object around a given coordinate Sets 3 and 4 Translation Reflection in a given horizontal line - Part 1 Reflection in a given horizontal line - Part 2 Set 5 Linear and non-linear graphs Gradient - Part 1 Gradient - Part 2 Set 6 Add fractions Subtract fractions 12 Sets 1 and 2 Enlarge an object with a positive scale factor Enlarge an object with a positive scale factor from a given coordinate Enlargement with a negative scale factor Describe an enlargement with a negative scale factor Translate and describe an object given a horizontal or vertical instruction Translate and describe a 2D vector Represent a column vector as a diagram and using notation Write a column vector from a diagram Construct triangles Sets 3 and 4 Reflection in a given diagonal line - Part 1 Reflection in a given diagonal line - Part 2 Combining translations and reflections Rotate an object around a given point Rotate an object around a given coordinate Set 5 Comparing gradients y = mx + c Equations of lines Equivalent lines Set 6 Fractions problem solving Multiplying a fraction by a fraction Multiplying a fraction by an integer Dividing a fraction by a fraction Dividing a fraction by an integer 13 Sets 1 and 2 Construct a perpendicular bisector Construct a perpendicular bisector from a point to a line Construct an angle bisector Sets 3 and 4 Enlarge an object with a positive scale factor Enlarge an object with a positive scale factor from a given coordinate Set 5 Translation Set 6 Solve one-step equations 14 Sets 1 and 2 Solve a quadratic equation by factorising Factorise a quadratic (difference of two squares) Solve where 𝒚 = and 𝒚 = (setting the equations equal to one another) Solve where 𝒙² + 𝒚² = 𝒓 and 𝒙 + 𝒚 = 𝟑 (substituting) Sets 3 and 4 Describing enlargements Mixed transformations Set 5 Reflection in a given horizontal line - Part 1 Reflection in a given horizontal line - Part 2 Reflection in a given diagonal line - Part 1 Reflection in a given diagonal line - Part 2 Set 6 Solve two-step equations Solve equations with brackets 15 Sets 1 and 2 Solving inequalities Solving inequalities with an unknown on both sides Sets 3 and 4 Equivalent ratios Dividing in to ratio - Part 1 Set 5 Combining reflections and translations Rotate an object around a given point Rotate an object around a given coordinate Set 6 Solve equations with an unknown on both sides Solve equations that improve simplification 16 Sets 1 and 2 Sets 3 and 4 Dividing in to a ratio - Part 2 Set 5 Enlarge an object with a positive scale factor Enlarge an object with a positive scale factor from a given coordinate Enlargements and area Mixed transformations Set 6 Nth term Generating terms Number lines and equalities 17 Sets 1 and 2 Language of probability Equally likely events Sets 3 and 4 Representing ratio Ratio problems Set 5 Equivalent ratios Dividing in to a ratio - Part 1 Set 6 Solve one and two-step inequalities Angles in parallel lines with one transversal Angles in parallel lines with two transversals 18 Sets 1 and 2 Probability of an event not occurring Sample space diagrams Sets 3 and 4 Direct proportion Inverse proportion Set 5 Dividing in to a ratio - Part 2 Direct proportion Set 6 Exterior angles - Find missing exterior angles Exterior angles - Sole problems involving exterior angles Interior angles and polygons - Finding the sum of the interior angles in a polygon Interior angles and polygons - Find the number of sides when given the sum of interior angles 19 Sets 1 and 2 Venn diagrams Sets 3 and 4 Direct or inverse proportion? Set 5 Inverse proportion Set 6 Mean from a frequency table 20 Sets 1 and 2 Tree diagrams for dependent events Sets 3 and 4 Pythagoras' theorem Set 5 Pythagoras' theorem Set 6 Mean from grouped data 21 Sets 1 and 2 Tree diagrams for independent events Sets 3 and 4 Pythagorean triple Set 5 Pythagorean triple Set 6 Median, mode and range
 22 Sets 1 and 2 Higher Compound Measures Use and apply the speed formula Use and apply the density formula Use and apply the pressure formula Solve simple kinematics problems (velocity, initial velocity and acceleration formulae) Sets 3, 4 and 5 Foundation Probability (scale and equally likely events) Use the language of probability and the probability scale Calculate probabilities from equally likely events Find the probability of an event not happening including using a table (include mutually exclusive and exhaustive) Find the predicted number of outcomes Set 6 Foundation Averages and range Find the mean, median, mode and range from a list of numbers 23 Sets 1 and 2 Higher Direct and inverse proportion  Simple direct proportion y = kx Other direct proportion relationships Inverse proportion Further proportionality Sets 3, 4 and 5 Foundation Probability (sample space diagrams, Venn diagrams and experimental) List outcomes in a sample space diagram (two-way table) and calculate probabilities Calculate experimental probabilities and make predictions (relative frequency) Find probabilities from Venn diagrams including basic set notation Find probabilities from frequency trees Set 6 Foundation Finding the mean from frequency tables  Mean from frequency tables 24 Sets 1 and 2 Higher Similarity  Identify similar shapes and show shapes are similar Find missing lengths in similar separate shapes Find missing lengths in similar shapes which have sides overlapping Find areas of similar shapes given corresponding lengths Find volumes of similar shapes given corresponding lengths Sets 3, 4 and 5 Foundation Tree diagrams (independent events) Draw a tree diagram for independent events Calculate probabilities of independent events Set 6 Foundation Area of parallelograms, triangles and trapezia Area of parallelograms Area of triangles Area of a trapezium 25 Sets 1 and 2 Higher Congruence Congruence Congruence and triangles (Part 1) Congruence and triangles (Part 2) Sets 3, 4 and 5 Foundation Tree diagrams (dependent events)  Draw a tree diagram for dependent events Calculate probabilities of dependent events Set 6 Foundation Volumes of cubes and cuboids  Volume of Cubes and Cuboids 26 Sets 1 and 2 Higher Trigonometric graphs  Know the Graphs of 𝑦=sin⁡(𝑥), 𝑦=cos⁡(𝑥) and 𝑦=tan⁡(𝑥) Sets 3, 4 and 5 Foundation Growth and decay  To the power of n Exponential growth Set 6 Foundation Surface area of cubes and cuboids  Finding the Surface Area of Cubes and Cuboids 27 Sets 1 and 2 Higher Graph transformations   Transformation of graphs (translations) Transformation of graphs (reflections) Sets 3, 4 and 5 Foundation Repeated percentages and compounding interest  Repeated percentage change Compound appreciation and depreciation (Part 1) Compound appreciation and depreciation (Part 2) Set 6 Foundation 2D Coordinates The 2-D coordinate axis Coordinates recap 28 Sets 1 and 2 Higher Area of a triangle using Trigonometry  Area of a Triangle Using A = ½ absinC Use A = ½ absinC to Find a Missing Length Sets 3, 4 and 5 Foundation Compound measures  Use and apply the speed formula Use and apply the density formula Use and apply the pressure formula Solve simple kinematics problems (velocity, initial velocity and acceleration formulae) Set 6 Foundation Gradient  Gradient 1 Gradient (Part 2) 29 Sets 1 and 2 Higher Sine rule  Use the sine rule to find a missing length Use the sine rule to find a missing angle Sets 3, 4 and 5 Foundation Direct and inverse proportion Simple direct proportion y = kx Other direct proportion relationships Inverse proportion Further proportionality Set 6 Foundation y = mx + c and equations of lines  y = mx + c Equations of lines 30 Sets 1 and 2 Higher Cosine rule  Use the cosine rule to find a missing length Use the cosine rule to find a missing angle Sets 3, 4 and 5 Foundation Construct a triangle  Construct triangles Set 6 Foundation Drawing a linear graph using a table of values  Draw graphs of the form y=mx+c by using a table of values 31 Sets 1 and 2 Higher Data collection Sampling methods Stratified sampling Capture-recapture Sets 3, 4 and 5 Foundation Constructing bisectors  Construct a perpendicular bisector Construct a perpendicular bisector from a point to a line Construct an angle bisector Set 6 Foundation Translations and rotations Translation Rotation 32 Sets 1 and 2 Higher Cumulative frequency diagrams and box plots  Plot a cumulative frequency diagram Find quartiles and interquartile range from CF diagram Find quartiles from a list of data Plot a box plot and compare distributions Sets 3, 4 and 5 Foundation Loci around a point Set 6 Foundation Reflections and enlargements Reflection Enlargements 33 Sets 1 and 2 Higher Histograms  Plot a histogram Find frequency from a histogram Find the median from a histogram Find probabilities from a histogram Sets 3, 4 and 5 Foundation Loci from a line Set 6 Foundation Simplifying ratios  Simplifying ratios 34 Sets 1 and 2 Higher Solving simultaneous equations graphically  Representing simultaneous equations graphically (Part 1) Representing simultaneous equations graphically (Part 2) Sets 3, 4 and 5 Foundation Loci from a shape Set 6 Foundation Divide a quantity in a given ratio  Divide a quantity in a given ratio 35 Sets 1 and 2 Higher Solving inequalities graphically  Solving inequalities graphically (Part 1) Solving inequalities graphically (Part 2) Shading regions to satisfy a set of inequalities Sets 3, 4 and 5 Foundation Equidistant from two points Set 6 Foundation Finding a part given a part, or total/difference given a part Find a part given a part Find the total or difference given a part

 Maths Contacts Miss Davis davish@wscampus.net Mr Hall hallm@wscampus.net Mr Hedjazi hedjazia@wscampus.net Mr Johnstone johnstoned@wscampus.net Miss Makey makeyn@wscampus.net Miss Riley rileyt@wscampus.net