Mathematics 1MA1/3H November 2021 | Edexcel GCSE Past Papers With Mark Scheme
Edexcel
GCSE
Mathematics (1MA1)
Nov
2021
2. Geometry, Trigonometry, and Transformations | Sector area calculation, transformations (enlargement, rotation), scale and bearings, surface area of 3D shapes, Pythagoras’ theorem, congruence, and coordinates in geometric patterns.
3. Graphs and Rates of Change | Interpreting scatter graphs, travel graphs, estimating gradient and volume rate from curved graphs, linear and quadratic graph intersections, sketching direct/inverse proportion graphs.
4. Ratio, Percentages, and Real-life Problems | Proportional ingredients cost, best-buy and wage comparison, reverse percentage, compound measures, speed-distance-time calculations, time sharing with efficiency assumption.
5. Probability and Statistics | Completing probability tables, tree diagrams, calculating expected values, box plots, histograms, stem-and-leaf interpretation, relative frequency, and compound event probability.
6. Vectors, Proof, and Sequences | Vector path calculation in compound shapes, algebraic proof (triangle angle bisector and fractional algebra), nth term in sequences, function transformation, population modeling using recurrence.
معلم موافق رایگان بودن است.
1. Algebra, Proportion, and Equations | Rearranging and solving algebraic expressions, direct and inverse proportion problems, Fibonacci sequence term sum, forming ratios and working with standard form.2. Geometry, Trigonometry, and Transformations | Sector area calculation, transformations (enlargement, rotation), scale and bearings, surface area of 3D shapes, Pythagoras’ theorem, congruence, and coordinates in geometric patterns.
3. Graphs and Rates of Change | Interpreting scatter graphs, travel graphs, estimating gradient and volume rate from curved graphs, linear and quadratic graph intersections, sketching direct/inverse proportion graphs.
4. Ratio, Percentages, and Real-life Problems | Proportional ingredients cost, best-buy and wage comparison, reverse percentage, compound measures, speed-distance-time calculations, time sharing with efficiency assumption.
5. Probability and Statistics | Completing probability tables, tree diagrams, calculating expected values, box plots, histograms, stem-and-leaf interpretation, relative frequency, and compound event probability.
6. Vectors, Proof, and Sequences | Vector path calculation in compound shapes, algebraic proof (triangle angle bisector and fractional algebra), nth term in sequences, function transformation, population modeling using recurrence.

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