find $gcd(-5-i, 3-i)$
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Step 1: The greatest common divisor (GCD) of two complex numbers is the complex number with the largest magnitude that divides both of the given complex numbers. Show more…
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$(5+3 i)(3-i)$
Find gcd(7 - 4i, 1 + 3i) and then find Gaussian integers z and w such that gcd(7 - 4i, 1 + 3i) = z(7 - 4i) + w(1 + 3i).
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