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Complex numbers! (1+i)^14?
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job one is to write it in trig form (polar form) do you know how to do that?
i.e. write it as \[r\left(\cos(\theta)+i\sin(\theta)\right)\]
sqrt 2 (cos pi/4 + i sin pi/4)?
yes!
@Satellite73 Thank you! Just a massive brain fart.
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so you have only two easy steps now \[\sqrt{2}^{14}\] for the absolute value (modulus) and \[14\times \frac{\pi}{4}\]for the angle
is it clear what \[\sqrt{2}^{14}\] is ?
without a calculator i mean with a calculator it is easy
Yep! Just that one step that really bugged me. Thanks! @Satellite73
yw
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