Numbers and Algebraic Structures · Number Systems and Algebra
The Nature of Real Numbers
Investigating the Fundamental Theorem of Arithmetic and the logical necessity of irrational numbers.
Key Questions
- 1How does the Fundamental Theorem of Arithmetic serve as a building block for all integers?
- 2Why is the proof of irrationality essential for a complete understanding of the number line?
- 3In what ways do decimal expansions help us distinguish between rational and irrational logic?
CBSE Learning Outcomes
CBSE: Real Numbers - Class 10
Class: Class 10
Subject: Mathematics
Unit: Numbers and Algebraic Structures
Period: Number Systems and Algebra
Suggested Methodologies
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