HomeA LevelA Level Maths – Pure – Year 1A LevelMath A Level Maths – Pure – Year 1 6 months agoLess 1 min150 Views0 Comments Coordinate Geometry – LinesActivity – Coordinate Geometry Mixed ExerciseActivity – Coordinate Geometry Mixed Exercise – with graphsLesson 1 – Length of a line and mid pointsLesson 2 – Finding the gradient between two pointsLesson 3 – Finding the equation of a straight lineLesson 4 – Parallel and Perpendicular linesCoordinate Geometry – CirclesLesson – Circles IntroductionLesson – Circles – Problem SolvingDifferentiation – basic skillsNotes – Differentiation Basic SkillsLesson – Differentiation – Tangents and NormalsLesson – Differentiation – Stationary PointsActivity – Tangents and Normals 1Activity – Tangents and Normals 1 – solutionsActivity – Tangents and Normals 2Differentiation – max/min problemsNotes – Differentiation – max min problemsExponentials and LogarithmsLesson – Introducing e and lnLesson – Sketching e and ln graphsLesson – Solving e and ln equationsLesson – Modelling with exponentialsLesson – Modelling with logarithmsGraphsActivity – Line and Parabola – thinking questionIntegration – basic skillsNotes – Integration – basic skillsIntegration – definite integralsNotes – Integration – definiteIntegration – areasNotes – Integration – areasNotes – Integration – areas and trapezium ruleActivity – Calculus and CirclesActivity – Lines Parabolas and AreasSequences – arithmeticNotes – Sequences – arithmeticTrigonometryActivity – Trigonometry Sorting ActivityActivity – Trigonometry – can you find equations?Vectors – 2DNotes – Vectors – 2D Shares: Previous PostLevel 2 Further MathNext PostA Level Maths – Pure – Year 2 Related Posts Calculator Buffer pH Calculator Admin3 hours ago Calculator Buffer Capacity Calculator Admin3 hours ago Calculator Bleach Dilution Calculator Admin4 hours ago Calculator Alligation Calculator Admin4 hours ago Calculator Activity Coefficient Calculator Admin5 hours ago Leave a Reply Cancel replyYour email address will not be published. Required fields are marked * Δ