Maths394Updated 15 Sept 202622 pages

GCSE Maths Past Papers 2020: May and November Mark Schemes

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The Pearson Edexcel GCSE (9-1) Mathematics Higher (Non-Calculator) Paper 1H Mark Scheme from November 2020 provides detailed guidance for examiners on how to mark this GCSE Maths past paper . It outlines general marking principles as well as specific notes for individual questions to ensure consistent and fair assessment. Key points: • Provides mark scheme for Edexcel Maths Paper 1 2020 • Covers Higher tier non-calculator paper (1H) • Includes general marking guidance and question-specific notes • Aims to ensure standardized marking across all examiners
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Page 1: Cover Page

The cover page identifies this document as the official mark scheme for the Pearson Edexcel GCSE 9−19-1 Mathematics Higher (Non-Calculator) Paper 1H from the November 2020 exam series. This establishes the exam board, qualification, subject, tier, and specific paper that the mark scheme applies to.

Highlight: This mark scheme is for the Higher tier non-calculator paper (1H), which is a key component of the Edexcel GCSE Maths past papers.

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Page 2: Qualification Information

This page provides background information on Edexcel and BTEC qualifications awarded by Pearson. It explains that Pearson is the UK's largest awarding body, offering a wide range of academic, vocational, and occupational qualifications. The page also outlines Pearson's mission to help people progress through education and their commitment to innovation in learning.

Quote: "Pearson aspires to be the world's leading learning company. Our aim is to help everyone progress in their lives through education."

Highlight: This mark scheme is part of Pearson's extensive resources for GCSE Maths past papers, supporting both teachers and students in exam preparation.

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Page 3: General Marking Guidance (Part 1)

This page begins the general marking guidance section, outlining key principles that examiners must follow when marking all questions. These guidelines ensure consistency and fairness in the marking process across all candidates.

Key points include:

  1. All candidates must receive identical treatment in marking.
  2. Mark schemes provide principles for awarding marks, with specific notes taking precedence.
  3. All marks are designed to be awarded, with positive marking encouraged.
  4. Examiners should check all working, even if the final answer is incorrect.
  5. Different procedures for questions requiring working vs. those that don't.

Highlight: These guidelines apply to all Edexcel Maths past papers, ensuring standardized marking practices.

Example: For questions specifically requiring working, candidates who don't show their work may receive no marks, even if the final answer is correct.

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Page 4: General Marking Guidance (Part 2)

This page continues the general marking guidance, providing further instructions on how to handle specific situations that may arise during marking. These guidelines help examiners navigate complex or ambiguous responses.

Key points include: 7. When to ignore subsequent work after a correct answer 8. How to mark probability answers (must be given as fraction, percentage, or decimal) 9. Marking linear equations (full marks possible for correct solution alone) 10. Handling a range of answers

Vocabulary: "Embedded answers" refers to correct solutions that are shown substituted within working but not explicitly identified as the final answer.

Definition: "Follow through marks" are awarded when a candidate makes an error early in a multi-step problem but then applies correct methods to their incorrect intermediate result.

Highlight: These detailed guidelines ensure fair and consistent marking across all GCSE Maths past papers PDF with answers, regardless of the specific examiner.

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Overall Summary

The document contains the official mark scheme for the Pearson Edexcel GCSE 9−19-1 Mathematics Higher (Non-Calculator) Paper 1H from November 2020. It provides detailed guidance for examiners on how to consistently and fairly mark student responses.

Key aspects include: • General marking principles to be applied across all questions • Specific notes and acceptable answers for individual questions • Guidelines on awarding method marks vs accuracy marks • Instructions for handling alternative approaches and common errors • Emphasis on positive marking and awarding all valid marks • Procedures for reviewing uncertain cases

This comprehensive mark scheme aims to standardize the marking process and ensure all students receive equitable assessment of their mathematical knowledge and skills as demonstrated in this GCSE Maths past paper.

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