Rounding, Absolute & Relative Errors, Under/Overflow
AQA 75174.5.4A-levelLesson packSubscription
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- 12 questions
- 30 marks
- about 40 minutes
- marked instantly
Question types: calculation, multiple choice, short answer, multi-part.
About this resource
Explain why fixed and floating point representations of decimal numbers may be inaccurate, calculate absolute and relative errors, compare them across magnitudes, and explain when overflow and underflow occur.
20 slides.
Lesson outline
- Retrieval Starter — Fixed & Floating Point
- Keyword Glossary
- Why Fixed & Floating Point Can Both Be Inaccurate
- Check: Why Are These Representations Inaccurate?
- Worked Example: 0.1 in Binary
- Check: Which Decimals Are Exact in Binary?
- I-Do: Calculating the Absolute Error
- Absolute Error vs Relative Error
- We-Do: Practice — Absolute & Relative Error
- Comparing Errors Across Magnitudes
- Check: Does a Small Absolute Error Mean a Small Relative Error?
- Practice — Compare Two Magnitudes
Unit bundlePaper 2
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