Mathematics 1MA1/3H November 2018 | Edexcel GCSE Past Papers With Mark Scheme
Edexcel
GCSE
Mathematics (1MA1)
Nov
2018
2. Geometry and Trigonometry | Angle ratios in triangles, Pythagoras’ theorem, sine and cosine rules, volume and surface area of compound shapes, angle calculation in 3D pyramids, perimeter with sector and triangle.
3. Graphs and Coordinates | Completing tables of values for quadratic functions, sketching and interpreting graphs, estimating solutions, transformation points under rotation, sketching tan graphs.
4. Statistics and Data Interpretation | Reading and constructing frequency polygons and histograms, estimating mean and median from grouped data, comparing data with bar charts and averages.
5. Ratio, Proportion, and Real-life Applications | Percentage increase, best-buy comparisons, compound measures (speed, density), inverse and direct proportionality proofs, population modeling with recurrence relations.
6. Probability, Functions, and Proof | Tree diagrams, expected values, function composition and inverse reasoning, algebraic proofs involving odd numbers, identifying graph symmetry and function transformation errors.
معلم موافق رایگان بودن است.
1. Algebra and Equations | Solving linear and quadratic equations, expanding triple brackets, rearranging formulas, solving simultaneous equations algebraically, nth term rules, iterative solution of equations.2. Geometry and Trigonometry | Angle ratios in triangles, Pythagoras’ theorem, sine and cosine rules, volume and surface area of compound shapes, angle calculation in 3D pyramids, perimeter with sector and triangle.
3. Graphs and Coordinates | Completing tables of values for quadratic functions, sketching and interpreting graphs, estimating solutions, transformation points under rotation, sketching tan graphs.
4. Statistics and Data Interpretation | Reading and constructing frequency polygons and histograms, estimating mean and median from grouped data, comparing data with bar charts and averages.
5. Ratio, Proportion, and Real-life Applications | Percentage increase, best-buy comparisons, compound measures (speed, density), inverse and direct proportionality proofs, population modeling with recurrence relations.
6. Probability, Functions, and Proof | Tree diagrams, expected values, function composition and inverse reasoning, algebraic proofs involving odd numbers, identifying graph symmetry and function transformation errors.
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