\( (x-i y)(3+5 i) \) is a conjugate of \( \left(-6-24^{\circ}\right) \).
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The rectangular form of a complex number is given by \(x + i y\), where \(x\) is the real part and \(y\) is the imaginary part. To convert from polar form to rectangular form, we use the following formulas: \(x = r \cos(\theta)\) \(y = r \sin(\theta)\) In this Show more…
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