Mathematics (A) 4MA1/2HR May Jun 2018 | Edexcel International GCSE Past Papers With Mark Scheme
Edexcel
International GCSE
Mathematics A (4MA1)
Jun
2018
2. Algebra and Equations: Expanding and simplifying expressions, solving linear and quadratic equations, working with indices, factorizing expressions, and making variables the subject.
3. Geometry and Measurement: Calculating distances using Pythagoras′ theorem, solving trigonometry-based problems, working with angles in polygons, trapeziums, and circles, and using similarity in 3D shapes.
4. Data Handling and Probability: Interpreting cumulative frequency tables and graphs, calculating interquartile range, solving probability tree diagram problems, and handling biased probability distributions.
5. Graphs and Functions: Plotting and transforming graphs, solving inequalities graphically, differentiating functions, and working with inverse functions.
6. Real-world Applications and Finance: Solving compound interest problems, handling percentage increases, calculating speed-distance-time relationships, vector-based geometric proofs, and verifying algebraic properties in real-world contexts.
معلم موافق رایگان بودن است.
1. Number Operations and Sequences: Calculating mean and range, estimating total value in financial transactions, and summing arithmetic sequences.2. Algebra and Equations: Expanding and simplifying expressions, solving linear and quadratic equations, working with indices, factorizing expressions, and making variables the subject.
3. Geometry and Measurement: Calculating distances using Pythagoras′ theorem, solving trigonometry-based problems, working with angles in polygons, trapeziums, and circles, and using similarity in 3D shapes.
4. Data Handling and Probability: Interpreting cumulative frequency tables and graphs, calculating interquartile range, solving probability tree diagram problems, and handling biased probability distributions.
5. Graphs and Functions: Plotting and transforming graphs, solving inequalities graphically, differentiating functions, and working with inverse functions.
6. Real-world Applications and Finance: Solving compound interest problems, handling percentage increases, calculating speed-distance-time relationships, vector-based geometric proofs, and verifying algebraic properties in real-world contexts.
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