Module 3 Summary
Thomas J. Kennedy
Contents:
1 Objectives
Having completed this module students are now prepared to:
- Discuss the impact of finite precision on error propagation in arithmetic operations involving two operands.
- Examine the impact of finite precision on error propagation in arithmetic operations involving three or more operands and one operation (e.g., addition, subtraction, multiplication, and division).
- Examine the impact of finite precision on error propagation in arithmetic operations involving three or more operands and combinations of two or more operations).
2 Questions to Consider
- How does rounding in math relate to finite precision?
- What is the difference between rounding and truncation?
- How does rounding error propagate through addition operations?
- How does rounding error propagate through subtraction operations?
- How does rounding error propagate through multiplication operations?
- How does rounding error propagate through division operations?
- How does rounding error propagate through chained arithmetic operations?