Predicted
PAPER 2025
Prepared by
Tyrion Papers
www.tyrions.com
,Mark Scheme
Summer 2025
Pearson Edexcel GCSE
In Mathematics
Higher (Non-Calculator) Paper 1H
,Mark Scheme for Edexcel GCSE Mathematics Higher Paper 1
Five Year Past Paper Question Analysis by topic and frequency
1. Arithmetic
• Percentage: 23%
• Recurring Patterns:
o Practical scenarios like percentage calculations, proportional reasoning, and
mean/average problems.
o Real-world applications such as cost analysis and recurring decimals.
o Foundational numerical operations integrated with problem-solving tasks.
2. Algebra
• Percentage: 30%
• Recurring Patterns:
o A strong focus on solving equations, simplifying expressions, and
manipulating formulas.
o Recurring themes of sequences, including arithmetic and geometric sequences.
o Multi-step algebraic reasoning tasks requiring careful interpretation and
precision.
3. Geometry
• Percentage: 18%
• Recurring Patterns:
o Problems involving area, volume, and dimensions of 2D and 3D shapes.
o Application of circle theorems, trigonometric calculations, and
transformations.
o Geometry is often integrated with arithmetic or algebra in real-world contexts.
4. Probability and Statistics
• Percentage: 15%
• Recurring Patterns:
o Straightforward probability calculations using Venn diagrams and tree
diagrams.
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, o Data interpretation tasks, including histograms, frequency tables, and
averages.
o Testing fundamental understanding of statistical reasoning.
5. Graphs
• Percentage: 11%
• Recurring Patterns:
o Emphasis on interpreting linear and quadratic graphs.
o Tasks focused on graph transformations and plotting key points.
o Limited representation with simpler, more foundational graph-related
problems.
Key Insights Across Papers
1. Most Tested Areas:
• Algebra consistently dominates, accounting for nearly a third of the questions. It
reflects its importance in higher-tier mathematical reasoning.
2. Least Tested Areas:
• Graphs and Probability/Statistics are the least tested topics, focusing on simpler
foundational skills.
3. Recurring Patterns Across Papers:
1. Real-Life Contexts:
o Many questions are framed in practical scenarios such as budgeting,
population studies, and measurements.
2. Stepwise Progression:
o Tasks often progress from straightforward calculations to complex multi-step
reasoning.
3. Cross-Topic Integration:
o Questions frequently combine concepts, such as integrating geometry with
algebra or arithmetic with probability, testing a holistic understanding of
mathematics.
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