🎲 GCSE Probability · Foundation & Higher

GCSE Probability Basics

Probability scales, experimental vs theoretical probability, sample spaces. AI-generated practice papers with comprehensive mark schemes and step-by-step worked solutions.

Create Probability Basics Paper£0.80 per paper · Instant PDF

GCSE Probability Basics

Probability scales, experimental vs theoretical probability, sample spaces.

This subtopic falls under GCSE Probability and is assessed across all major exam boards (AQA, Edexcel, OCR). Our AI generates unique questions every time, so you can create unlimited practice papers for revision.

Available Paper Formats

  • 📝 Practice Worksheets: Printable practice worksheets with worked solutions
  • 📋 Topic Test: Timed topic tests with mark schemes
  • 📄 Mock Exam: Full mock exam papers under exam conditions

All papers are available as printable PDFs with full mark schemes. Available for both Foundation (grades 1-5) and Higher (grades 4-9) tier.

Choose Paper Format

Ready to Create Your Paper?

AI-generated, curriculum-aligned, with full mark schemes. Instant PDF download.

Create Probability Basics Paper (£0.80) →

Other Probability Subtopics

Frequently Asked Questions

What is probability basics in GCSE maths?
Probability scales, experimental vs theoretical probability, sample spaces.
Is probability basics on the Foundation or Higher tier?
Probability Basics appears on both Foundation and Higher tier GCSE papers. Foundation covers the basics while Higher includes more complex applications.
How can I revise probability basics effectively?
Start with our practice worksheets to build understanding, then move to topic tests for exam-style practice. Use mock exams to practise under timed conditions. All papers include worked solutions for self-assessment.
Are probability basics papers aligned with my exam board?
Yes. Our questions cover the national curriculum content required by all exam boards including AQA, Edexcel, and OCR. While not official past papers, they provide excellent practice for exam preparation.