. Consider a = 7+ 2i andB = 3 – 4i in Z[i]. Find o and p in Z[i] such that ine = βσ+ ρ with N(p) < N(B). a = [Hint: Use the construction in the proof of Theorem 47.4.

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Section 47 Number 6

 

7+ 2i and B = 3 – 4i in Z[i]. Find o and p in Z[i] such that
N(p) < N(B).
6. Consider a =
= βσ+ ρ
with
[Hint: Use the construction in the proof of Theorem 47.4.
Transcribed Image Text:7+ 2i and B = 3 – 4i in Z[i]. Find o and p in Z[i] such that N(p) < N(B). 6. Consider a = = βσ+ ρ with [Hint: Use the construction in the proof of Theorem 47.4.
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