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Simplify 10 over quantity of 8 minus 5 i.
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Multiply by the conjugate \[ \frac{10}{8-5i}=\frac{10}{8-5i}\frac{8+5i}{8+5i}\]
Alright after that then what?
multiply out the numerator and denominator
How do I do that?
just like with regular numbers... \[ \frac{10(8+5i)}{(8-5i)(8+5i)}\]
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Would you mind breaking it down a little more? I've had 4 hours of sleep in the last two days haha I'm a little slow today
\[\frac{10(8+5i)}{(8-5i)(8+5i)}=\frac{10(8)+10(5i)}{8(8)+8(5i)-5i(8)-5i(5i)}\]
so the answer is quantity of 80 plus 50 i over 89 ??
yup
awesome thanks
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yw :)
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