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Simplify 8/2+2i
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We'll multiply the top and bottom by the `conjugate` of our denominator, \[\Large\rm \frac{8}{2+2\mathcal i}\color{royalblue}{\left(\frac{2-2\mathcal i}{2-2\mathcal i}\right)}\]
Do you recall what happens when we multiply conjugates (the orange part) ? :)\[\Large\rm =\frac{8(2-2\mathcal i)}{\color{orangered}{(2+2\mathcal i)(2-2\mathcal i)}}\]
\(\large \bf {\color{orangered}{ (a-b)(a+b) }}= a^2-b^2\)
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