chapters | My Revision Quizzes

Discrete Mathematics (1)

D1 (1a) Graphs Introduction Q D1 (1b) Simple Graphs - Edges Max/Min & nd = 2m Q D1 (1c) Eulerian and Hamiltonian Graphs Q D1 (2) Algorithms - Binary Search Q D1 (3) Algorithms General Q D1 (4) Algorithms - Sorting Q D1 (5) Critical Path Analysis Q D1 (6) Dijkstra Q D1 (7) Linear Programming - Formation of Problems Q D1 (8) Linear Programming - Graphical Q D1 (9) Matchings Q D1 (9b) Minimum Connections Q D1 (9c) Minimum Connectors - Krustal's Q D1 (9d) Minimum Connectors - Route Inspection Q

Discrete Mathematics (2)

1a. Sorting Algorithms - Bubble sort, Shuttle Sort & Quick Sort Q 1b. Sorting Algorithms Time Complexity Comparisons Q 2a. Graph Theory Review & Extensions - Matrix Representations Q 2b. Graph Theory Review & Extensions - Path, Walk, Circuit Q 3a. Chinese Postman Problem (Route Inspection) Finding Optimal Routes Covering all Edges Q 3b. Eulerian and non Eulerian Graphs Q 3c. Minimum Traversals Q 4a. Travelling Salesman Problem (TSB) Upper and Lower Bounds Q 4b. (TSP) Nearest Neighbour Method Q 4c. (TSP) Minimum Spanning Tree Approach 5a. Simplex Algorithm - Solving Linear Programming Problems Q 5b. Simplex Algorithm - Slack Variables, Tableau, Pivoting Q 6a. Critical Path Analysis (CPA) Q 6b. Critical Path Analysis - Earliest and Latest Times Q 6c. CPA - Float and Gantt Charts Q 7a. Game Theory - Two Person, Zero - Sum Games Q 7b. Game Theory - Payoff matrices Q 7c. Game Theory - Saddle Points, Dominance, Graphical Solution Q

Mechanics (1) Modelling in Mechanics Q Mechanics 1 A : Constant Acceleration (1) Q Mechanics 1 A : Constant Acceleration (2) Q Mechanics 1 A : Movement in a Straight Line (1) Q Mechanics 1 B : Movement in a Straight Line (2) Q Mechanics 1 C : Statics of a Particle (1) Q Mechanics 1 D : Moments (1) Q Mechanics 1 E : Vectors (1) Q Mechanics 1 F : Forces and Motion Q Mechanics 1 G Variable Acceleration Q Mechanics 1 H Review 1 Q Mechanics 1 I Review 2 Q

Mechanics (2) 4d Connected Particles Q Mechanics (2) 5b Variable Acceleration in One Dimension Q Mechanics (2) 1a Moments Q Mechanics (2) 1b : Centre of Mass and Tilting Q Mechanics (2) 2a : Forces - Resolving Forces Q Mechanics (2) 2b Inclined Planes Q Mechanics (2) 2c Friction Q Mechanics (2) 3 : Kinematics of a particle moving in a straight line of plane (1) Q Mechanics (2) 3a : Projectiles - Horizontal and Vertical Components Q Mechanics (2) 3b Projectiles at Any Angle Q Mechanics (2) 3c Projection Motion Formulae Q Mechanics (2) 4a Application of Forces - Static Particles and Modelling with Statistics Q Mechanics (2) 4b Application of Forces - Friction and Static Particles Q Mechanics (2) 4c : Statics of Rigid Bodies Q Mechanics (2) 4c Dynamics and Inclined Planes Q Mechanics (2) 5a : Kinematics - Vectors, Vector Methods and Projectiles Q Mechanics (2) 5c Differentiating Vectors Q Mechanics (2) Integrating Vectors Q

Binomial Expansion - Coefficients Q Core 1 A(i) : Proofs. Q Core 1 A(ii) : Proof by contradiction, Counter-examples and Algebraic Identities. Q Core 1 B : Algebra and functions. (1) Q Core 1 B : Algebra and functions. (2) Q Core 1 C :Coordinate geometry in the (x, y) plane. (1) Q Core 1 D : Sequences and series. (1) Q Core 1 E : Differentiation (1) First Principles & Indices. Q Core 1 E : Differentiation (2) Differentiating Compound Functions - The Chain Rule. Q Core 1 F : Trigonometry (1) CAST Diagrams & Graphs Q Core 1 G1 : Exponential and Logarithmic Equations (1). Q Core 1 G1a Exponential and Logarithmic Equations used in Various Situations. Q Core 1 G1b Decibels (1) The Meaning of Logarithms Compared to Decibel Units. Q Core 1 G1b Decibels (2) - Practice Questions. Q Core 1 G1b Decibels Practice Questions. (3) Q Core 1 G1b The Meaning of Logarithms (First 7 Qs) and Decibels (Full set of 26 Qs). Q Core 1 G2 Logarithms and Exponential 'Equivalent' Practice Questions. Q Core 1 G3 Differentiation of Exponential Functions. Q Core 1 G4 Sketching Graphs of Exponential and Logarithmic Functions. Q Try Now Core 1 G5 Modelling Data into Exponential and Power Equations. Q Core 1 G5 Differentiation of Logarithmic and Exponential Functions. Q Core 1 I: Numerical Method (1) Q Core 1: Integration Q Factorising Quadratic Equations - Various Methods. (C1) Q Linear and Quadratic Inequalities. PQ Recognising, sketching and transforming graphs. (2) Q Transformations in Graphs (2) Application Questions. Q Transformations in Graphs. (1) Q

1. The Binomial and Poisson Distributions Q Binomial Symbol - What it Means Q Pure 2 A : Algebra and Functions (1) Q Pure 2 B : The Sine and Cosine Rule (1) Q Pure 2 B : Area of Triangle Formulae Q Try Now Pure 2 C : Exponentials and Logarithms (1) Q Pure 2 D : Co-ordinate Geometry in the (x,y) plane (1) Q Pure 2 E : Binomial Expansion (1) Q Pure 2 F : Radian Measure and it's Application (1) Q Pure 2 G : Geometric Sequences and Series (1) Q Pure 2 H : Graphs of Trigonometric Functions (1) C Q Pure 2 I : Differentiation (1) Q Pure 2 J : Trigonometric identities and simple equations Q Pure 2 K : Integration Q

Statistics 1 A : Models Q Statistics 1 B : Representation of Data - Location Q Statistics 1 C : Representation of Data - Location & Spread, Measures of Dispersion Q Statistics 1 D(i) : Representations of Data - Stem and Leaf Diagrams (1) Q Statistics 1 D(ii) : Representations of Data - Box Plots (1) Q Statistics 1 D(iii) : Representations of Data - Histograms(1) Q Statistics 1 E(i) : Probability - Vocabulary and Venn Diagrams Q Statistics 1 E(ii) : Probability - Using Formulae to Solve Problems Q Statistics 1 E(iii) : Probability - Conditional Probability Without and With Tree Diagrams Q Statistics 1 F : Correlation Q Statistics 1 G : Regression Q Statistics 1 H : Discrete and Random Variables - Expected Values of X Squared Q Statistics 1 H(i) : Discrete and Random Variables - The Sum of Probabilities Q Statistics 1 H(ii) : Discrete and Random Variables - Probability X Greater than or Lesser than Q Statistics 1 H(iv) : Discrete and Random Variables The Cumulative Distribution Function Q Statistics 1 H(v) : Discrete and Random Variables Mean or Expected Values Q Statistics 1 H(vi) : Discrete and Random Variables - The Variance of the Random Variable Q Statistics 1 H(vii) : Discrete and Random Variables - Expected Values and Variances of a function in X Q Statistics 1 H(viii) : Discrete and Random Variables - Mean and Standard Deviation of Data Q Statistics 1 I(i) : The Normal Distribution Z Q Statistics 1 I(ii) : The Normal Distribution Z - Finding Values Using Tables Q Statistics 1 I(iii) Transforming Normal Distributions into Z values Q Statistics 1 I(iv) Using normal tables to find µ and sigma Q Statistics 1 I(v) Using the Normal Distribution in Context Questions Q Statistics 1 I(vi) Pilot Studies Q Statistics Overlap GCSE Level 7-9 Chosen by Students - Past Paper Questions (2) Q

2, Continuous Random Variables Q 3. Continuous Distributions Q 4. Regression, Correlation and Hypothesis Testing Q 4a. Hypothesis Tests EQ Q 5. Conditional Probability Q 6. The Normal Distribution Q 6a. Binomial Distributions Q Statistics (2) Review 1 Q Statistics (2) Review 2 Q