If you have flipped through a Haese Mathematics textbook—particularly the Higher Level or Standard Level options for the IB Diploma—you have likely encountered a familiar yet fascinating image: the Koch Snowflake .
$$A = A_0 \left[ 1 + \frac13 \sum_n=0^\infty \left(\frac49\right)^n \right]$$
Haese Mathematics: Mathematics: Applications and Interpretation HL , Chapter 1 (Sequences) and Chapter 18 (Series and Limits).
If you have flipped through a Haese Mathematics textbook—particularly the Higher Level or Standard Level options for the IB Diploma—you have likely encountered a familiar yet fascinating image: the Koch Snowflake .
$$A = A_0 \left[ 1 + \frac13 \sum_n=0^\infty \left(\frac49\right)^n \right]$$
Haese Mathematics: Mathematics: Applications and Interpretation HL , Chapter 1 (Sequences) and Chapter 18 (Series and Limits).
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