4 + 3i/
5 - 3i
express in terms of a+bi
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Answer:
11/34+27i/34 [where a = 11/34 and b = 27/34]
Step-by-step explanation:
4+3i/5-3i (multiply this with conjugate of 5-3i to make denominator real)
After multiplying:
(4+3i*5+3i) / (5-3i*5+3i)
=> (11+27i)/34
=> 11/34 + 27i/34
where a = 11/34 and b = 27/34.
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