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express in a+bi form : 2-3i 5+i
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Combine like terms
\[\frac{2-3i}{5+1}\times \frac{5-i}{5-i}=\frac{(2-3i)(5-i)}{5^2+1^2}\] is a start
the denominator is a real number, namely \(26\) and the numerator is what you get when you multiply out
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